Slot Themes, RTP and What Actually Matters When You Spin

Hold on — here’s the useful part first: know the RTP, check volatility, size your bets, and use the bonus math before you press “spin.”

If you do just these four things you’ll avoid the most common beginner traps and get a clearer sense of whether a slot suits your style (and bankroll). Short wins exist. Long-term expectations are driven by RTP and variance, though short sessions can look nothing like the long-run number.

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0nSLqVHWNUU/hYNde2oL41Rc1JtqMX6XxiecRmcPWZiIzLzeknpj0LZCvWsbSPutrVPc7ajUUKdF5/Zau9RfH3qTl3pJ5PjOr9P22V5Vk7Ktpem0+tuVG1dVqPjKo9/8VHxy4qwiurTj1Vlv0vvb5s8OVVnTTaiN3HXdqr25Psul9PG3NnUlKrqNlqCf1N5ZQwvR2Tpv759T2D6fdH1epTs9qqcNHvZvEbhVOtaS4YzJ76bbb+MuqkvjZ3HUbtWc1GtxTw0+KfMTaiSi5VG7+k5TrV5MvSBVdWGx2qVp1aXZynplWrVy4qKWbbhncutKPgmuSS7JHNMaZw66ZiqMw9Vr+k2Wt6TeabqdvC5s7qm6VWlPmn4ren3Nb096Oje3GzV3sjtLe6Lf9epVtZYhXcMecUn8SqvSuPHElJZ3HftnXzyrdm1V0zSdobelmrQq+Y3DhDe6dTfTbfdGosJf61nparxLzv0a6XXrZfWrrZzaDTtYsFm6sKyrQjnHaLhKnnDwpRbj6zvfs1rNltFoNhq+l1lUs7yiqtJ5WcPk8cGnua5NNH8+W+47EeSrtkqdW52RvqvWjVcrvTnKW5S41aSy/wDeJJfZWel6jMZeHpbn/Muy56faTSLbXtE1DSb1N217Qnb1erjKUljKzwazlPvPcCRzO1/PPaTRLvQNZv8ASdQUvPLCu7arLDXaY+JUWd+JRakvBnp40952U8qXY5PzPay0ovrvq2N71IbsZzSqPHjmnl/ZKa5HwfR9JutV1S0sLGHaXt3WjQop8O0k8JvwW+T8Eztt1RNOXz7tE03MR3fefJX2TdN6jtTd02lvsLLK3NJp1qi78zSimvsckdjz0uy2i2ezmz+n6PpkOzs7OkqUV1Um8cZPHGTeW3zbbPdHHXOZy7aKYpjCHVjypNrnf69b7M20/wBDaalcXOPqrmUfeR4fU03nc+NVdx2B6Qdo6GyeyGoazcJT82h8DScsdrVe6nT9cmlnlx5HQ7VruteXdxc3dbtbq5qyuK9XGO0qybcn7WelmjM5YvV4jD11R5ZmG9kk8s57am6lSEVxbOtx9n1jydNm/d7pH06vXpKVnpVOWo1ussp1M9SivBqWZL7WdzT4f5K+hRsth7nW5xXa6vct05Rb30KOacU187tX/CR9wOO5OZdtqnTTDJ4FhqVlfO58zuaVd2teVtX6ks9nVWMwfc963eKNarf2+l6deahfT7O1tKM69WX1sIptv2I+FeTBtTX1G+2msNU6ivdRrPXopPj2surUSXcmqf8AGMRHLL0mYiYh2EPnPTvs49pejTVadvS7S9sUr+0xFzfaUvfYilxco9eH8M+jGZJNYaymSJwr+bl0ot9aHxJJTj6GeDNH7jpK2e+hfbHWNIjBQpWtw+wSzjsZfCUuPdGST8U+4/FzW87t4y4I+mZhw4OWG5nHzOSG8iy7B+SJ/jrrT/2ZT/Gna1HVDyRsrbXWV/syn+OO1xy3Op02umFOlvlJfTX1pLnQtPxbO6R0u8pH6a+seNG0/FM1Z6mb/Q+QT4mEzc3vOM6XNTs95strtzs5tDp+r2Coyu7Gr2tJV4uVNvDW9Jp8+8+uQ8o7bLCTt9n8/uOt+ePhGTcZMk0xO7UVVRtL7t/0i9s/sWz/APydX88Wp5Q22nm9SoqGgZjFtfoSr3fbj4XGoeSn+hq32qX3jMW6fBxK47v6M6dOdaxt6lZLtKlKM54WFlreeWeJpn622n2mH3keWcjufi+ljaG92S6P9X1zTI287u0jTcIXEXKnvqRjvSafBvmde5+UNtlTk12OgPHfZ1fzx9t8o36S+0v2ql+OpnSm8lirP0s97VMVRzct+qqmYxL7K/KL20X7Fs//AMnV/PGKvlF7X1Kc6U7TQHGScHizrLj/AL4+Hyl4k6x6aafDGuvy54SUYQgnuilE9roWq3Wk6na3+n1uyvbWtGvQk+CqR3rPg+DXNNo9F1t5zUZb0VjGmdT+hOw+0NvtZstp2tWsVCnd01OVJvLpVFunTe5b4yTXqP0R1U8l3bF6fr9bZu7qYtNTbrW2X8S6jH3y4fslNZ48affI7VnLXTpnDtt1aoy8HV7G31bS7zT7uPaW13Rnb1Yd8ZrD+4zoRtjoFfZzaPUdHu5OpXsq7ouo+NSOE6dR738aLi/Wz+gZ178qbZbtbGx2otqe+3cbK+f+qlL4Ko9/1FRuPDL7XwN2a9MsXqNVPJ1kjS3nYryWNjlVurzau+pZhbOVlp3WX1T+WqrK9FNNPlUR8O0rTLrU9TttP0+n2l9d1o21Cm+HaSe5vuS4t8kmd6tj9BtdmNmdO0WwX6HsaKoxlhJza4zeOcnlvxbPS9ViMOf0tOfql74SB+Y6QdpLfZHZHUtbuoKpG2pZhTy12tVvFOnlJ4zNpZ5ZzyOZ3Pg3lS7aK61KhsnZVJdjZdW6v8ZXWrNZpU/FJPrvisunzR10rVMs9lrF3Wvb24uryp2t1c1ZXFerjHaVZvMnheLPUTeWdtFOmMOGurXVlxyMGpMyFSXoGRIAQ1EhTIACIARBAKCCJoUkSiIAhQEN5qJkBSIACBoAAOQAGTQAAAAeGDJo83uAACgAAAAAAAAAAAAAAAAFCICgAACgQoAGjIiBosSFiEbieZbcUeDA8ygbh51O7/k1rHQvs/8A7/8AH1D6gfL/ACa3+k3oS7pXK/8AkVD6gclfVLqt9MMyP537Wfr7qb77u5/HVD+h8uHrP53bU/r7qP7ruPx1Q9LHd4+o2h+emcZyTW9mD3edJE8uzj1qqWOLPEiefZbqqfcslhKtncfyXtLVn0W0L7f2mqXda6ln6lJ9lFejFJP1n2I/EdDFCnb9FOyVOmsJ6Zb1H6ZQy/utn7g4qpzLspjEYYfI6OdM+u1tc6Q9oLivKX6Gu6ljRxwVKi+qkvTLtG/FneGrJQg5Pglln84ritOtRp1KjzUrZqzfe5Nv+c9bMc3h6meUQ8OpLLOGTNT4s4+Z0S8ohcnJTeGcHPeckHvITD9BoGrXWi6hbapp8nG6sKkbqk0+cXlp+DWU1zTaP6EafdUNQsba8tZ9pb3NKNWlL66MllP2M/nPZ++fVf1acPad7OhS8V90T7JVor4unUaX/Dj2f/8Ak8b0bS9PTTvD9wfjelnTI6v0ZbTWVSkqznp9acINfskIOVN+lSUX6j9kcNelGtRnTqLMJpxa8GeDqfzlrSTanD4lRKa9e88zQdUvNI1S1v8AT63ZXlrVjcW8m9yqRe5Pwe9Nc02j12OrZ2ylxVPqv1NoxB7zv6qXzY+mvk/oFsJtFa7W7K6frVnBwo3cOu6UuNKopYqU3uW+Mk1nnjJ+lOqnkwbZe5ev19nb2tCFnqr7a3b3dW7jHEocP2SEc5b408cZHas4aoxOHfRVqjL0e0+i220ez9/o9/HrWl7QlSm0k5Ryt01lNdZPDT5NJnwjye9hrmltnq+r6xQip6HVq6bRwt07p7q1SG/PVUcJNreqr5o7JmZCK5iJhZpiZiZ7NCQPx3SbtXDY7YvUNY+DlcqPY2dKpwq15bqccZWVne8fUpvkRrZ8F8p/bGOp7RUdnLWeLXSpKpXxwqXMo7l/Apy9tR/WnwKtLLPM1K6rXV1Vr3NadxcVZyqVasuNSpJtym/Ftt+s9dJ5Z20RpjDgrq11ZVLeez0iyuL+8t7Ozx57d1qdtbpvHwlSaivv59R62HE+0eTPs89Y6RKd7WpydppFB3UnhOLrSzTpJ+p1ZLxiK5xGSiM1RDtZs3pFvoGg6dpNnnzext6dvTb4uMUll+Lwe3AOJ3vkPlK657mdG1awov8AROr14WUMYeKfylR+jqRa/hI+CdEev1NC6VtFv5Vmre6q+YXEY4w6dXEY5fJKp2b9R+l8qDXfP+kGhptOWaWkWqg11OFatiUt/wBrVH2s+MVIuvSq0k8Sa96/Hl906bdH0YcN65/9Ynw/o2D87sDtBS2q2O0fXKXUXn1vGrUjB5VOpjE4Z8JJr1H6I5nc6zeVls64aho2vUYKMLmDsKz/AG0c1KX3O19i9XW+tHDO9vTPs5Pafo21qxt6fa3saXnNslx7Wm+skvF46vrOjVy1UUakfi1EpJeDOqzOYw478Yqy9fJFgJreWC3nox2dgfJH/wAd9a/eyH447XHVHyR/8dtZf+y4fjjtccl3qdVrogOl3lKb+lXWe9UrT8UzuidLvKOf6a+u9ypWn4lmrPUx6jofH5nGclTiccjoeMbGS5MGohXJDieSni2uH+0l948SJ5kN9Cunw7KX3iwzO7+jOiPOj2L76FP8FHnng6QsaTYpcFQp/eR5xwu9818o36S+0v2ql+OpnSS9+Un6Tuz5R7x0LbTP9pR/H0zpLf8Ay1T0nTY2lyeo6oeHIxksjOcHowuTkpSOCTNpgmHuNLu6tvdUq9tUdG5o1I1qFZcaVWLzGfqaR3y6PtqKG2GyNhrFGHZzrpxrUev1nRrReKlP1NPD5rD5n8/aNTDPuvk0bZPRdqXod3VUdN1ieKfXnhUrtL3r3v8AZEupwy2qa5nndpzGW7NeKtMu256raHSbXXNFvtK1CLnaXlGdvVUZYfVksPD5PuPag5nW64eTvsBc2O1uq6prVJOtodSrplCePe1K/CpVjnfjs+ok8b+0l3HY/gAWqrM5lmmmKYxDJ1R8pzbN6rtRDZu3kpWWkyVStnhO6lHd/Fg8empLuR9/6Tdq6Wxmx2o6xPqSuaUOztKU/wBlry3U4Yym1ne8ck3yOiepXNWvcVKtxWnWuKknUq1ZPLqVG25Tfi22/WetmjM5eN6vEY8vBuKmWzxpM3Ue8wdEvCIYe8B7wRpBEFiZAELEABIGhBzKPwgIAWO5gQvzgAAACABoDINfOAGQAAAkIgaAEQHAAAeGADze4AUAAAAAAAEAoACABQBCkChSDIRQCAUEBRQAA5momQBosSZRQktwx3HmWyy0jw4HmW3x0bh5VO7Xk1/Sa0J98rl/+/UPqZ8t8mn6TOheDr/j6h9SOSvql10dMJI/ndtd+v2qY5Xtx+OqH9EXyP537Xfr9qn7sufyioelju8vU7Q/Nz4mDlmt5x4Pd5UkTy7bKz81/ePGSPJtMdqk+BYZq2d/+iT6V2yGP80Wv4qB+uZ828nq/lqPRFs9Oq/hLalKzks8OyqTpr7iR9IOKd3bGzw9Si52FzGCzKVKSXsP5zSTVla/aYn9I3yOgPSJo1TQtsdd02cI0/NL2rGKisLspvtKbx82aPWzPZ4epjlEvxk1gycs0cWD3l5Qz4m4cSYOSC3gl51gvhYeDyd4+gOn2XQ9spF87NS9rb/nOj1upKjWlFNy6jUUlluT3Je1o/oJsXpctF2S0XTJRxOzsqNu+HGFNJ8PFHne2h6+m7vfEkU9Dtvqk9F2P17VKTxUsrCvcx9Maba+6jmdL+fdy8UsY4Snh/w2eInvOeqnGnSg3vUI59OFk8XO87ofNjnL2NhXq0LinVt60qNxTkqtGtF4lSqReYTT5NNI72dGe2FHbXY6w1iDhTumuxu6Mf2G4j8pDi8Lms7+q0+Z0GpywfZvJ123nsztdGwvqrWk6vKFtPrN4o3PClUx+2+Tf8Ft4R53aMxl72atM4l3GBIlOV1o0dRPKS22evbWvRrOt1tO0Zuk+q91S7fyj44fVXwa3ZTdQ7AdLe2Mdi9jru/pyp+6FT9D2NKa+NWfB47orM34Rfejozc1W5S68pVJttynJ5cm+Lb5tvee1mjM5eF6vEYeLWllnGt4b3iHE6HLh5VpT7SokdwPJg2dWl7APVqlNK51mu7jLjifYw+DpJ+GFKS+2HVHZ3SrnWtUtdLs3i5v60LWluzh1Gln0JZb8Ez+gulWFvpemWlhZU1StbSjG3owX1NOKSS9iPG9Vyw9/T085l5x4eoXltp1hc3t5VhStbelKtWnLhGEVlt+hI8w/B9L+m63rGw2oaTs3b9teX/UoVM1o0urRb+E3vvinHn8bwOeObonk6Z7QanU1rWL/Va6cK9/cVLqpFtvq9o21Hf9asR9R6yCammfVK3Qvt1UqPOh0Vn/AGlS/oOOPQjt1/mS39epUv6Dsprpju+bVau1znD6t5KmsqvslqehzqN1NMvO1pRxhQo1l1kvH4RVfuH3OJ146F9hNtNkduKV3f6TSoaXc29S1u5q+jUx9XTl1FxakmvRUZ2HjwOW5jVyfQt50xq3aOhvSts7HZnbjWdLhHFKlcOtQ35+Bq/CQWe9ZkvV633yOuPlW7P5qaJtBTjhty0yu+quEs1KW/j8ZTX8Llz1anEs3qc0usNRbyU1vOWtFqTTMQ4o7HHnk7AeSN/jnrX72U/xzO1Z1T8kd/4Y61+9lL8cztYcV3qdtrogOlvlIfTX137Vafimd0jpZ5Rj/TY1v7RafijVnqZv9L5DPiccjlqLecb3HTLwpYNAEVqB5H/Vbh91NnjwPKe+zuPtTIk7v6OaJ+s9j9op/go848PSklptmlw7GP3keYcbufM/KO+krtN9qpfjqZ0lv/lp+k7t+Uh9JXab7VS/H0zpFf8Ay1T0nTZ2ly+o3h4UjjNveYPRiFNJmCxDTmgz2FlcTozhOnVqUppqcZwniUJJ5Uk+TTSaPWJnLSfIsPOfLvz0TbXR202KtNUl1Y3sc297ThwhXhukksvCe6S8JI/bM6ceTttrDZrbCFjeyxp2tSp21Wo2/g66z2UvXlxfpi87t/cdHJcp0zh126tdOQA/EdLm162J2IvtWpdSV+8ULKlN7qleW6KxlZS3yfhFmMZemzr/AOUxtktb2sWi2daM9P0dOFTqSyql1Je+e54fUjiPem6qPhdxLLZ5d9cValadStWlVqzbnVqzeZVJN5lJt8W3l+s9fN5Z3UxojDgqnXVlxt7zBp+JkjSSBZCIEAwy/OAREQImQJEsgaDeAQCgAAJAAANxAiiI3ADQAAAADIBqPAAAZA1vAGAPEAIeb3UAAAAAIUAAAAAAQKQAB84AKCIAQBQABClARAAAAAaiZNxCNwPKtvjo8WB5ltnPvTcPOvZ3b8mxY6GtAT76+f8Aj1D6kfLfJueeh7RM8p3H4+ofUjkq3dVvphh/zn889ro/4Qap+7bj8oqH9DWdFte2N2kudXv6kNm9dand15prTK7ynVm00+r3NHpZ7vL1G0YfOpxeTHVZ+znsJtP/AKMbQ/yTc/1TH0BbVcVsrtD/ACXX/qnRqjy8I1eH4+MWc9NNNM/UPYXahcdl9oV/5Vc/1TxtR2Y1vSrWNzqOjapZW3WUXWurGtSppvgutKKW8ao8pOrw+++SVrsFHX9na0kqrnHUqCy+tOLSp1N3BYcafp652ROgewG01bY/azTdbt+vUjaT+HpQ41qE91SGMrLxvWd3XUTvdp95b6np1tfWdWFa2uKUK1GceE4SWU16Uzlu04l1Was0vOOtPlQ7DuFWlthYUn2c+ra6ljlypVnu5fJt54OHidlTw7q3p3ttVoXFKnVoVYunUp1IqUZRe5pp8U0YpnE5bqpiqMS/nJcUXGbTWGeNKm+47E9JPQNqNlcVLvYql5/pfFWFSri4tvCnKW6pFdzfW5e+Pimp6Pd6XKMdWs7vTak9/Z31tVov/wBUcHZFcVuSaKrb0MaZz0aTbW48+xs/P7qnbWLd1XqPEaVvSlVm/Qoptn1fo/6EtpNer062rUJ6FpLac61dYu6sc71TpP5N7uNRLGU0mJriGYpqrnEQ4vJ92JntNtlSvbmnL3J0ecbmvPG6rcrfSpJ88P4R8eCT4ncg9Js1oGn7NaNaaTo9tGhZW0epCKW998m+bfFt8We7OSurXOXZbo0xhOR8c8pvXaem9Hb0uPZuvq9xTtuq6mH2Ufhaj3b8Ygo/7xH2Q6T9PO2a2s24uqlnW7XS9PTsrNwnmFTDzVqre176SSTXGMIsW4zJcq00vl9zJOpN4Sy+CPGkWrLLZx5OxyRDkgz9Z0dNPbbZyMk2p6rZrGcf9Yps/IQ4n6zo437d7L/vxZfj4DtJ3h/QeJSRKcLvfBfK4bWyegb3+uEvyeqdULh++Z2s8rr/ABT0D98n+IqHU+vxOq10uO/1uGXE3T4meZ5FrTUqizw4s9GJnD7d5LOz61PbypqtSOaGkWzqL3/CtWzGnu5/Bqt6Mo7dHybybNAlpHRpZ3laDhcatOV9KMkt1N4jSS8OzjCXpkz60cdyczl124xTgAPTw2n0GfxNb0yXLdd03/OZw9MvcA9T9EGjvhqunv8A/pp/0m469pL/AO1LH/mIf0jSzl7Mp6xa5pT4anYv/fw/pN2WoWd5UlG1ubevOCTkqU1JpPhnHofsGGnsD8X0sbOS2r2A1nSqUVK6qUO1t937NTfXp+2SS9DZ+0JID+b1w41FCrD4tWKkjx4Lej6B0z7OvZzpE1y0hCSt6lfz2hlJfB1vfbsclPtI/wAE/B43ndTOYy+bVGiqYfefJGX+Gmt/vZD8cztZzOqnkkf47a0v9mQ/HM7V8zku9TttdEB0u8o1fpq619ptPxTO6J1J6edmdc1LpN1i40/Q9Vu7WpC1UattY1qsJYpNPDjFrdk1ZmIq5s34maeT4TOO845ReT9jPYXah/8AdjaH+Srn+qZ+gLal7/oZ2g/kq5/NnTqjy5I1+H43qmuqfr/oE2nX/draD+Srn82cdTYraOCcp7N6+kll50uusL+KMx5b+rw/KqO851+pbn7XL7xZRWE08p71jmJ/qW4+1S+8ZKZzU/o9pf63Wv2mH3jyzxNNWLC2S4KlH7x5Zxu5818o76S2032ql+OpnSC++Wn847v+Ud9JXab7VS/HUzpDfL4WfpOmxtLm9R1Q8KRiRuWGYPRiEKQoGsnLTe84jkp/GQhJfqdgm/ow2eSzn3Us+H7oif0IP57bBvq7X7Pvn7qWf5RE/oSjwvbvb0+0h8R8rTK6OtL/AH5o/i6p9vPiHlaNLo60vx1iiv8A26p50dUPW50y6hV2zxpvJ5FfieNI7HDRsyTJZEI9F3cgMkAu7AjghQAHMASRQOADmAAA3E4FAE5FIBQAABoBGTQHEDJoGcMDQiZ9RoByAAAAcgPEkCcgeb3UEAFAAAAAACxCIAUBuIAA3AFAAhQoACwhgAEAAFAAAa9RYkKEbgeVbb5YTxk8VM8m3fvkbjd51O7vk0/Sc0N98q/4+Z9TPl3k04XQxoWHzuPx9Q+onJXvLqo2gGADLYAAB8m8p1fpS3r7rq0/HQPrJ8o8ppZ6Jr1f+LtPx8C07s1bOm86nVk/Bn3Xyd+k6Gi1aGy2tT6mmXFZ+Z3LeOwrVHns5f6ubbafKTecqS6vwKtLfkzCplOM96aw0+aOyqiK4xLht1TROX9KQdS+iDpvu9naNDR9qHXvtJhJRo3afXr2kO5rjVpr+MlnHW3Jdm9ntd0zXtJoaho1/SvbKqsxq0pZXofNNc0965nJVRNG7tprirZ7kAGWwAZAGTxL25o2dpVuLytTo0aUXUqVas1CEYre22+CXefAOlHp7oW1OvpewtSNe4TdOrqkop0qePsKee0fH3z95wa62SxTM7JNUUxmXufKD6T47P2FbZrQbyS1y5ivOa1F77Oi+WeVWS4c0n1t3vM9S7iotyisJLCXcjd3dVK1apVrValWvVk6lWrVk51Ksnvc5N7229+Tw5yydVFOmHFXVNyWJs48mpMyaWIckOJ+s6N9+3+yyWf15s/xqPySZ+s6Nn+mBsk+Xu1Zr/3UKp5JjnD+hEeBTMSnE7nwPyuf8Vtnv3xl+T1DqfW+MdrfK9klsvs6v/H1H/7NQ6o1OJ1WulyX+pxpH6DZLRK+0Wt2Gj2vWVxqFenbRko9fqpv31THdGKm36D0ET735J+z8L7bPUdbrxhKGkWqp0cp5Vavn3yfDdThNP7YWucQzRTmqIdqbK1t9Ps7eztKMKNrbwjSo0orCpxisKK8EkeYAcjtfi+l3aCrsx0d63qVq+rdxo9jbtcVWqNU6b9Tkn6joxJ0KEYQp0aLhFYy6Ucv07jsP5W20HVnoeztKS96palXTTyuNKjv9Lqv+CjrVVqbzpsxiMuS/OZw8idSln5Gj/wkY7SH2K3x9pj/AEHhuQ6x65eWJefCVBvfQt/+Ej6r5OW0NPQuku2s5dSjZ6xSlaVd6jDtV76k/TlOC8ah8cjUPOsbyra1YXFDHb0JRuKSlvTlGSkvvGZjMYWjNNUS/pED1Wz+qUNa0TTtVtOtG2v7enc0lJYfVqQUlnx3ntDjd7rv5WegKdpoe0VKKbp1Hp1w8N+8qe/pvwxKLX+8Os844eDvv0j7Ora3YbWdFfV7S7t5RoubaUaq99Tb9ElF+o6FzdRuMqqlTqtfCRaw1JbmmvSmdVieWHF6mjnFT7p5JS/wz1p/7MpfjmdqTqr5JL/w11tf7Mg//eZ2qPC71Oi10QAAw9QAAD1+0K/vDqWOPm1X8BnsDwdb36Per/UVPwGWEfzoh+prbxpR+8Kv6juX/qmZTxbWy/1USSf6DuftTO7s4P8At/SGw/UVv9qj948g8aw3WdunxVOK+4eScD6D5p5Rv0ltpvtdL8dTOkV+/hZ+k7u+Ubn+4ttLj7FS/HUzpBeP4afpZ02dpcvqOqHiSMSNyMHoxAIkKGmjUOKOPJuDDMv0+wn+OOz376Wf5RE/oZzP537Cv/DDZ5f7Us/x0T+iHM8L+8Pax0yp8R8rf6XGmfvxR/F1T7cfEPK1+lzpy79Xo/iqp5294elzpl1Brb2ePI8is9548jsccMyJgoI0hQOIEBZE+aAKQoAAAAAECF5iIUBrcZAAGghIcgZ3AJGjJoAAAAHMAAAAEgX6lgeFzAB5vdeQAAAAAWJChAAAAQAAAAAKFCABApCgAAUBECIAA0AAARYnPCWDg3m0ypL6Rsp0s7W7L6DbaRo2o0beyoObpxlZ06j99NzeZPjvbPdf3eNv2l/fu29PudSPj8ZYN9oMU+EzV5fX1077ff57t/5OpF/u7bfctbtvXp9I+P8AaFjVGKfCZr8vr/8Ad16QFvetWjX7gpB9PO3n+eLb+TqX9J8g7R947QaafBmvy+vvp429x+vNtn976R6Xa3pV2s2o0appes6nRrWVSdOpKnGzp03mMlJb1vW9HzmVQkqgxT4M1eXLOWeZhSONyJk1lMPLp1nHme60HaDUNDu/O9Gv7uwunhSq21V03USecSS3SXhJNH5uMmbjUHUmPD7toHlC7X6eoQ1GOnaxRWcyrUuxrPu99T97/wC2frKHlORxi52Tkpf6nUVNfdpo6wRq+Je1Zjh0+GuJXHd2kq+UzRx8HspWz+3v4pfciz81rXlE7T3cJw0rT9J03rZXaSdS5qR7sfFWfSmvA+Ads+8SqscOlOJX5fqNqdq9Y2mqwq6/q13qUotTVOtNKjCSWMwpRxTi8eB+cqVnJ72ePKozMmbjEbJiat2pyMyZiTGQ1EKQnMGVaTPP0q/r6bqVjfWlTs7m0uKdzRlhPFSLzF4fHej12TSlvKYfYV087fY3azQ/k6kafTzt9j9eLf8Ak+kfH4yfIdoTTT4M1eX7XbfpD2k20oWdDaG/pXNK1nKpSUbanSabWHvXgfjpvLOPrMmTUYjZnnPOXImfu9jOkzaXZHR5aboF7QtbeVadzJu1p1JTlNJb2/CC/tjH4DODXWYnFRzjZ9e/u77e/wCerd/+XUjK6eNu/wDO9tL06dSPkfaDtDOmnwZq8v0G1W0mqbU61W1XXLmNe9qwjTclBQioxWEklwXF+ln5+csmXIzk1tsYzOZazkZMZBlcORM56NTqs8XJpM0kw+mbNdLW1+z2iWWk6VqtKjYWkXGlCdnTqNLLfxnvfH2Htv7u+3qX68Wrf73Uv6T4/Go0ajUZnTT4azV5fXv7vO3i/wC1bT0+YUz5tqmpV9S1O7v72qqtzdV6lxVkqagnUm8vcty3tnquv4jrGoiI2YnM7y/U7G7ZazsfqFe90G7hbV61FUqrnQjVTip9ZYT4bz9p/d12+fDXLf8Ak6kfIu0LGoMRPY1VRyiX1v8Au7bfr/ty3f8A5dSL/d22+/z1Q/k6kfIuv4l7Qmmnwa6vL64unPb7/PdB/wDl1Ef3ddvv89W3penUj5H12O0Gmnwaq/L63/dz6QFx1u1x4WFI4bnpv25r0KlGprVCcKkXGS9z6O9M+Vdo+8nWLpp8Gqvy5c+8hFP4sVH2EfvoTg3uksM4XInWLlMPrNPpz2+UUnrdv/yFH+g5/wC7vt9jdrNv/J9I+QdYvWZjTT4azV5fRNq+lna7abQbrRtZv7evp9yoqrFWlOm31Zqa3rhvij57VqdZmHIzk1GI2TnO495gsnkBUkIiQAppMwVMD2OlX9fT7+2vLOr2dzbVoV6NRxUlGUZKUXh7nvS3M+nLp42/561bP/y6kfIkzUZdw0xO5qmNn1p9OvSBj9e6K9Gn0T0G2fSXtRthptKw13U6dzbUq6uI01Z0qeJJNJ5W/g2fhOsMmcR4M1eWps45egN7zJoiAnLcUAQsQIgBxAAYA5gAMGjIDgAAAAAAZEQETUTJoIAABgAAO4AABEyaAAACgEA8MpCnm9wAAAAAAAAoARAJAAAAoAAAKQAAUIAEAoAKAAAeo0ZyAjRcmDQGs5CZkJlGsms7uBjmMhG5MZ3GMjJRvIyYBBRkgyBvIyYLkDeRkxk1zLlFG8nMpEACBSRkDgFPnAABvNeoya3gMlyQzkDeRkmTIG8jJg0EXIzuIZ4FVrIM+JqJECkAUKQBFyXJkFGt4yZBRrIyQZILkZICouWMkAVcjJABRIhANZGSBYyGVyTIEQHAAGWgcAAAAAZKQGmVzuBBzAuQQAUAAQpJACgCIDkAAG4RwJAAIgAMPJCgIAAKGjICBoeAAFiQAUAgAkeJQALgCIDkWJAEeEUgPN0KAPnAAQoAAAAAAkAAgAUKhSFCAwQZChSAIpAAKCFKA5g0BkABA0Z5iOABoyMgaAAADAASAAApBkCj5oKkVBI1gqRuMfArOWEhg5408mlRyXDM1Q8bAwzy3bvGWngxKj4DBqh42BJHLKngxgYay496BtpowZaAMgBIARA0PmhI0kBnDGDljTL2ZrDGpw4BzSpvuMuIwZcYLIhltk0BFZCMmopmlE3GmaZzDjwDn6m4dmMJqhwYGDlcSdULlx4Lg5uqXsxhNbx8Fwc0qZiSC5cYwb6uTkjTBlw4Jg8jsx2Qwmt4+C4PI7J9w7J9wwa3j4Y4HP2T7iSplwanBgSRyuJHEi5cYLJEkAIXmDLSFANAMAAAAZZBuA5GgKTeAAAARKBEByBozuAACIGuIBkIAAAB80AB800AGABEB6h+CAAKBkCAoCJIpPwS8gpESHMYCPCAB5uhQAAAAAAAAAAAAAAAOQAAFACIUhQICgCAFKAAAASAQAEQNGQABoADJoAAIgsQIC+oFDDORInM1BbywxLkhTyefZ2crmtSpUYTnUqyVOFOnBznUk9yUUt7b7kYtKXX34m+CxFZbb4JLvb3HcroS6LrfY/SqWo6vb0K+0lZKUptKfmSa+SpvLxxeZLjnuSM116IWijXL45sd0AbS6zQp3Oq1aGg2lSOYqvTda65YzSTSj65ZWN6Pp+n+TpszbRXnWp67dVMe+xcRoxb8FCKx7WfcQc83Jl7xbpjs+O3Hk97HVVijca5beNK+b/CTPyO0nk3qdOc9m9oqvapPFHU6Eaim+WakEnH+KzseUkVzCzbpneHQLbTYLX9j7pUde06dCE59nRuab7S3rPfjqVFwbw31JJSxvwfja1LDxg/o9q+m2Wr2NWx1O2t7qzqrFWjWgpRmuO9PxSfqOmnTZ0b1Nhdepxtu1raLeZdlWnvcGuNGT70t6b4rvaZ0W7meUvC5axzh8kcTMjyakcM4JI9GIlxgAy2GjJuIFSP02wmzFbazaWz0W2u7W1ubqNR0ZXSn1ZyjDrdX3qe9pP2d+E/zkD3ezWp1NG1nTdUow7Srp91Su6cHLHWdOSk458UmvWKtuTOYzGX16Pk3bYpL9FbNt/uqv8AmTf/AEb9sv8AKdm/+cr/AJk7V6feW2pafbX1lVhWtLmlGvRnHhOEllNelM808OLU9+DR4dRJeTdtm44872cS/ddf8yfD7m1q0Ks6VxB06tOThUi+MZJtNeppn9KcHSDp+2feg9Jus0oRSo3klqVFKX1NXPX/APdjU+4bt3Jmebzu24pjNL5XJGMbznmt5xns84lxyXgaSHE5ILLEGXNRo9Z73hLe2+SPr+zHQRtbreg6dq1tW0Klb31vC5pRr1qyqKM1lZSp4zh958+2R0WW0Gvafo9NtVL+tTt1jkpNKb9Ueu/Uf0Ho0adGlClSioU4JRjFcElwR53K9GzdqiKs5dUJeTjtk+N1sz/zFz+bMPyb9sE8u72bfgri4X/1M7dGJYW97kjy4tT24VHh0F6RdhNQ2G1a307Vq1hVuatuq78zqyqKKc2lnrRjjOHjjwZ6PQtIq6vrWm6dbypq4vrulZ03Vz1U6jwm8b8H6DpM2je1O3GrawpudvXrtWz347CHvaWE+GUutjvkx0XJPpH2TWP+17b77PeM6cy5ZxxMRs+grycNseqv0Vs16POK6/8AqH/Ry2y/yjZf13Vz+aO3APDi1Ong0eHTDanoK2o0LZ3UNXv7nZ/zSwoTuKqtq9Z1GoLOEnTSz6WfIqtLqyafI75dN/0pNrP3tq/eOilwvhWvE9rVU17vG7RFGMOCFPLPq2xPQptLtXs1ba3pl5otOzuZVYwhc1asai6lSVN5xTa4xfqPmNus1F6Tup5N30ndEffVu/yqqLkzRHJLURXOJfGH5OG2P+V7Nv8A/qr/AJof9G/bH/Ldm/8Ama/5o7bg8OLW9+DR4dSP+jftn/l2zf8AzNf80I+Tltiv+t7Nt/uiuv8A6jttvG8vGqTg0eHUeXk5bacrrZv1Xlf8yej1joN250+DktHpX9NJycrG8pyx/AqdRv1ZO6oHFqXg0eH849V0m60u6821O3uLG8aT83vKM6NTD8JJZ9R4Fai4vDW8/ovrWiabrljKz1ewtb21k8ujcUlUjnvw+fidcOk/oDq6bQr6jsW61xZQUp1dNqN1a1Jb99GfGaSx8G8y3PDk2ketF2J3eVdmY50ut84nHJHn1accKSanB701zPGmsHrMPKJcJDeDPo4mGmS8gA0RABpkABkOQiTiU0GAAA3AoiBCk5lAhQIgSReQkMbgAAAnrKBEAI8DXqGAjINADJrwAAFIUCDkSXEoDAM5Rr1gCxyQRApSFjxCPBA5FPN0AAACIAAAAAAEAAFAAAKQRCAAAoAAAAAACgAAA/CACAAADANAZNAADJoACkLkB84ARKNR4nPSW9HDE8ijxRqGJfXPJ02fhrnSdpzuEpUdNpPUqkGtznFqFL1qU1L/AHZ3UOrfkiRhPanaKX1asaCXo7Sf9CO0pzXZ+p72YxSh8U6Tummjs3qlxpGztrRv9Qo+8uLqtUaoW1Td8Hhb6sks5SaSe7OcpfYr2s7e0r1lHryp05TUe/Czg/nzcXVe6XnNxUdStcrzirN/V1Knv5P2tltW4rnmxfuTbjk+x6Z0/wC1lpcRd/R0rUaOffUnQnbSa8KinJL1xZ996OttdP250L3S0+nXozhUdG4t6y99RqpJuOeDWGmmtzT78pdE1Jp7j7x5KVe5jtrq9CDfmdbS4VK32yNZqn9yVQ9LtqKYzDysX6qqtMu0h+A6bdnYbTdGus2ygpXltSd9ay6qbVal75Yzwyk4Z7ps/fnFXiqlGdOazGSaa8DmdtT+blyov30FhT3o8KaPMbzZ0fmpHiT4ndLgpcUgUhh6hfUQoG4Hm2NTq1YPxPAieRReGjUPOp3L8mDX1qnRvT0qpUnO80WvO0l15ZcqTfWpS8F1ZdVfMZ9kOn/kwbRe5fSL7nVJPsdbt3Sa5dtSTqU2383tV6WjuAclyMS6rdWqnKczrx5WmidpYaHrtJR60Z1NNrJR981UXaU3nuUqTX8M7DvkfiOmHQZ7SdHGv2FKnOd2qDuLWNNe/dak+0ppelxS9bJTOJWqMxMOhdaOGePJHsLvqykp0/k6i60fQzwpo7ZcdLGMs56Mc49JwpbzzLOn1qiWBBVOIfbPJf0SGo9IPuhUpS6ukWcqinjK7Ws+zjv5Pqqp/ZHbs+K+SzoysdgLjVpRp9rq15UqRkuLo0vgor2xqP8AhH2o47k5ql124xTEB856eNo3s30Y6tWo1o0r28SsbZufUaqVfetprnGPXl/BPox1b8rLaJ19e0rQKTfZWVB3tZdbc6tTMaa9KjGp/wAQURmcLcnEZfAq2E1GHxIrqJeB+p6K3+mPsn++9D77PyEnln67ot39IuyeP872332dk7S4KOuHflcEUkSnC+k/BdObx0TbVfvdVX3joxc/LP0nebp0+lLtV+99X+Y6M3PyrPex3cvqd4Lb5WHpR3V8m76TehfPu/yqsdKbd/Cw9KO6nk2P9J3Q/tt3+VVS3tk9N1S+oFIJcDndbGRld51B6btpte07pR2gt7HXdYtrejVoxhRoX1WnTgnb0m8QTwt7bPwL232pz73anaFP99K39J6xZmYy56vURE4w7/ZKdEtL6S9s7Cp17bavV3PkrmsriPsqJn3rom6altFqVvou1NK3tNRuPe2t5QyqNee/4Np57OpjGN7UnlbnhOVWpjm1ReprnD7mAU83s6reUzsBQ0q9htRpFrKna3tXqX8acPeQrv4tXHLrb03uXW6vOTOvdxHqvxP6Gbd6DS2o2P1fRa8abV5bzpxc+EZ4zCXqkk/Ufz3q5qUadSa9/KO/08H906bVWYw5L1GKtTw5IxI5JHGejMIBzAAbyFiZDHeMPkAaE3lAAAFAAAAQsgAA+aAGQCAU1gzwAA1j1GTQQAG7kBk0ZNAByAAACIADvHMDPzTReYiBBH0CQCKOYyAPCAB5ugLyAAAAAQvIAJAAAAAAiBgIAAAUAAAAAAAAAoRNGTQAzxHqNBGQAAwaAAAAAAAAG8ACgsSo0t55FF70cETnp/GRpiX2Xyaddjo/SZbUbiWaWqW1Sx3yikqqaq02/T1ZRXjJHcs/nDYV61rXpV7etKjcUpxq0q0HiVKpF5jJPvTSZ3o6KdrntvshbarXoK2vYydvd0oKXUVVYy4N8YtNNccZxnKZ4XqO72s1xMYftzpT0u7B3Gxe01S1hCL025c62nTSwnTzl0vn0848Y4fel3WPzm1mzWnbW6FV0zWKMp06jU4TjhToVF8WpBvOJL1rimmm0/O3Xolu7bi5GHRKlZynVpwjGc51ZKnTp04ucqknuUIpb23wwjt30E7B19jdArXWq01T1jUnGpXpp57CEU+zpZ4NrMm2uc2t6SZ7PYDov0LY2r53b06l9q7j1ZahdYdRLmqaW6C3vgsvm2fQTdy7q5Q8rNnh853U/FdLe0i2V6PdZ1OE+rdqi6NpjGXXqe8p8e5tN+CZ+trVqdvSnVqyjTpxTlKUnhJLi2zp/wBO/SQts9ZjY6VL+8On1G6E/wDKa2GnW+ak2o+Db5rGLdOqcPW5VFMZfIK0VSpwhDD6qxnvPCmeZWy2ePKPgdkuSmXjyRJHLKODjkiNwhQDLSxOSm8M44m4tGmJe60HUbjTNSs9Qs+rK6s69O6o9fnOnJSS9eMes/oXpGoW+r6XZajYy7S1u6MLijLvhNJp+xn85rSo41INPGGdwvJd1/3S6Pp6TUmncaNcyt1FzzPsZfCU5NclvlFfazyvU8svT0885h9mEllYBTndL+fvSLoX0ObYa5pEacIU7O9qQoxp5xGjUxUpLf8AtZL/APeJ+Rmt52E8rDRXb7W6Rq0Euz1Czlbywv2SjPOW+9wqY/gnwGpFpnZROaYcNcaaphwJHsrChXuJqnaUpVbmq1So04rLnUk+rFL1tHgwR9S8n/QYa50naNCooTo2ClqlZN4fweI0sf72UH6jVc4jLNMa6oh2/wBk9GobObOaZo9rLr0rC3p2yn1Uuv1YpOT8XjL8We8CBwvoOGrONKDlNqMIrLbeEkdANvdf+iXa7VtZy+peXEqtJT4qluhT4/6uEDt508a/7gdGWqzhV7O5v0tPoPg06u6TXiqfaS/g8jpFXkuu8LC5LuOixTvLm9RPZx8z9h0VP9MfZT997b77Pxqe8/YdFW/pH2T/AH3tn91ntVtLnjqh37XBFC4A4X0X4Lp0+lLtX+99X+Y6MXPy0/Sd5+nT6Uu1f73Vf5joxdfLT9J02NpcvqeyUPlF6Tur5N30ndD+23f5VVOldv8AKw9J3U8mzf0PaN9uu/yqqL2zHpuqX1AkuBQzmdrpL5QH03NqPt1D8lonzFvefTvKAy+lvaf7fR/JaJ8wmt53UdMPm19cik0zz7SrVjL4KcqdVe/p1YtqVOa3wmmt6aeH6j16W886xxGfXnuhFOcvQjTMTjnDv1sHrD2g2L0LV547S9sqNeeOU3BOS9uT9CfjuiK1nY9F+yttWWKkNNoOS7m4J4+6fsT576gdAuky0Vlt7tRbQilClqtz1UuChOfWS/8AUd/Tod0u1YXHSRtVVptNPU6sN3fBKL+7FnrZ3eF/pfP6nE4ZHPU4nFI6HhSwCjcFQAgFALECFAAAAAAOQDiOPESADANbgBn1CP8A6QOYAAAQsQAjQ4jmPUA3gDwACIGQAAiBRvAAADARJF5AABnG8cwB4QAPN0KAAAAAAAAAABSAIAFCoAWIRCggFBCgABEAACgQoA0AAjJoyaAya5GTQAFIAAAAYBYgMFiImktxUagjyKS34OOCPe7OaPea1qlnp2m0HXvryqqNCks73zbxwillt8kmah5z4hrQ9KvNVv7ax061q3V5dS7OhRoxzKo+ePBLe29yW9tHajoV6JrzY68jrmr6jWhqtag6NSytpRdCNN78VG1mpJPDysJPK3re/wBV0XdHOl7Badi3irrV6tNK7vpxxKpz6sV9RTzwS7t+WfQDnuXc8odFu1FHPu0ADyewflNs9s9D2NsfONdv6dCUk5UaEff3FfHKnTW98Vv4LO/CP1Z+F6UdhrXbbQp0epSpatQTnY3jj76lP61tb+zlwa9fFJpCTtyda+lnpU1TbbrWFOPmGhKfWjZKWZVkviuvJbn39mvep4y5NJr5hJyk/E9hrenXuk6jc2GqWlSzvrefZ16FTjTl3dzWGmmtzTTW5nhUmqcnVn8WC6z9W87qIiI5Pn3KqqpxU8222a1i8tYXFrpOpXFCpnq1qNlWqRnhtPEoxaeGmvUxW2X1mmvf6PqkPTYV1/8AWd3+ivSJaF0cbO6ZWSVWhZUu1S+yNdaf3Wz9Xj0+055vS6IsR5fzjvtLvLSiqtzaXdGk5dRVKtvUppvfuzJJZ3P2HqprB218rnVXR2Y0PR4ualeXU7mbT3OnRjjD/hVab9R1OrLeelFU1xmWK40VYhwSIWRMlUNxMJlTA8qkz7X5Muv+5nSPTsZufY6vbytpJYwqtNdpTb9Sqr0yR8QhLB7XSr+vp17bX9lNQu7OtTuqHWWV2lOSlHd6UKozGGKZ0VRL+jkSnq9D1O31vRrDU7FylaXlCnc0XNYfUmlJZXJ4Z7Q5Hc+T+Unoj1Xouu7mnGcq+lV6eoxjHnGOY1M+Cp1Kj9SOmtzTSqM/opqllQ1PTrqwvKaqWt1SnQrQf1UJLDXsbP58app9fS7240+7cXc2NapZVnHeu0pTcXj2HTYneHJ6mNqnr6dPrTSSO0vkn6H5vout67UU83dxGzoua/YqK3tPudSc1/AOsVKSoRqV54xSi5evl/Md7+i7QHsz0e6DpE6fUr21tF11n9ml76r/AOuUy3pxGGfTRmZl+uIUkmksvgcrtdWPKt2i862k07QKE06WnUHc18Sz8NV3QT7mqcW/RVOvdR7z9Nt1tA9ptqdY1ptuN/dTq0utFJqive0k14U4w+6flZvedtuMUuG5OqqWkz9l0VfTI2R/fWh99n4tM/adFSz0j7Iv/a9D77LXtLNHVDv2uCKRcEU4X0H4Lp0+lLtV+99X+Y6MXfyr9J3n6c/pTbVfvfV/mOjFz8tP0nvY7uT1O8FD5Rek7p+Tb9J3Rvt13+VVTpZb/KQ9J3V8m36UGj/brv8AKqpq9sz6bql9OKwDmdrpT06UJVelTadpP9U0+H7monzidpVz8V+o76alsRstql9WvNS2b0e6vKrTqV69lTqVJvGN7ay9yRxf3Odil/3R2e/k2j/VPeL0UxjDkq9NNVUzl0Qdt2XyjjTXH4SSh98+pdEnRbf7W6laV9Qsq1LZnKqXFzWTpedQWGqdFfHalnDqLCxnDzg7R2Ww+ytlVjWsdmtEtq8XlVKOn0YTi/BqJ+lwSq9mOS2/SxTOZnLNOEacYxgkopYSXBI5ADxdTw7+6oadYXF7dTVO3tqcqtWb4RhFZb9iP566zqNXVb25v7hYr31xVu6kU+Eqs3Jr7p2j8pvbOOl7OfQ1aTbvtTp9a46rx2Vqnvz9sa6i8Ov3HUu5qOTeWdNmnlly35zyeLM45GpvJxno84CFIFJESKIgCkLyAg4lHqAAAAPwTW4zEAAAGRIAAa4meYAbwAA5GjJqIQkZNGQA+aDQGRuNbwAKQsXzAchxQG4IABbwALIgCJfquBCxA8EAHm6FBCgAAAAAAAAAAAAAApCgCAoEwBkAAAEUEKUBEAI0ZAACI/BAD1GogyBoGTQADgABYkKBs1BGYnJA0xLybam5VElzZ2t8lfZOFro91tVXipVb9ytbPn1KFOWJP+FUi/VTj3nVahLqUq084caUmvTjcf0A6NLFaZ0f7NWMVFSoabQjLCxmXZrL9byzF2cRhqxGZmX6gkio/BdM+0NfZbo31rULOfZX7pK2tpLiqtWSpprxWet6uZzOqeT5h0z9MV3Z397s7slXVGVFulc6iknOM0/fU6XJY3pzaeHlLesr870H9J/0O6hPSNfuqj0S/rdeF1cVXN2deT39aTbfZzbzn6lvL3Ns+IzUaMYU6SxTprCFKpvxJJp7mnwa7jri1GMOCb9WrPZ/Rsp1w8n3pQUIWeyO0NdvOKel3dWXHutqj719S+DWFxwn2NZy1UzE4l2U1RVGYfHunXoze11ktY0WC+iC0pOHZbkr2lx7NvlJb3B+lPjmPWvZXZytru1ej6E6NSE7+7VGdOS6s404vNfKfBxjCWVxzuO+5+JpbA6Pb9IM9rrelWp6hUoSpSpRa7LtJY61ZLG6o4xUW0965Z3m6bkxGGK7UVVRL9pFJRwlhLkilPXa3qNto+kX2o38uzs7SjO4rTxnEIrL3c9yPN7OpXlN6ytQ6Sry0j1o09LtaNot+U5TTqzfsnTX8E+KVHvPc67qVbVL+81C6UVdX9xVu66jnCqVJOTSXcs49R6Oby2ddEYhwzOaplxyZCyIGiJYkLEK5EzzLaWGn3HhQOajLHE1DzmHcfyXde90Oj6rpNWpB19IupUYxVTMuxqfCU2+5e+lFfMPtJ028mnaSWjdJFKzqVGrXV6LtZxbSj2sU6lKb9lSK+2I7j8jkuRiXXbnNOVOm/lD6F7ldJ+o1KaiqOpUaWoQUKeEm12VT0vrU1J/PO5B8J8qbRnc7N6RrNOFRzsLp0arTWI0aySy/wDeQpL1s1anFUM36c0S+E9FmhLXtv8AZ/TpRUqVW8jWrRaynRo/CyT8H1YL+Ed7EdavJZ0PtNc1zWqkJdS0owsKEuTlUxUq+tJUV62dk/qmW9OaksRpoifLR8x8oPXJaD0X6r2FRUrzUMWFDc97q7p4xwapKo8+B9OZ1U8qvaNXm1On6HQqwlT0y37aslL9mrcE1yapxz6Kpi3GZw9K5xTMvg13NZxBYgliK7kuCPElk5K0ss4ZHY4aWocT9t0TL9MnZL99aH85+Igft+iXD6Stk1/tSh/OZr6WqeuHfmPBegpFwRTjd78F05/Sm2q/e+r/ADHRi5+Vb7zvP05/Sm2q/e+r/MdGK/xmu5nTZ2lyep3gt/lYek7qeTbldDuiZ5Vbv8qqnSui/hEd0/Jt+k9or7613+VVRe2PTdUvqICBzOtAfNNpumLZjZvaG+0XU1qfnlm4Kr2NnKpHMoKSw14SR6z/AKQOxn1utfyfMumWNcPrwPjk/KE2Ngvktaf/APC199nptT8pHSKVPGk6BqdzPvu6tO3h7U6j+4XRV4OJTHd97PlvSx0sabsTZV7OxnRvto5rFKyU8q3bWVUrY+LFJp44yysbsyXwfa/py2t1uNeha3VLRrOWV2emx+Fkn31pb0/GKiz5NVrrfhYcm23nLbfNvmz0os+XlXe7Q9htFrF1rGq3mpalWlc315N1a9aX1T5JLkksJLklg9JOW97xVqZOKTOjpeEeUkZEmCNAIUCSQKORkSXpAyAKOQBoBEAyEgaBoZANAZIbl6BgDIG4eoIAAAaAAAFAgiUgAv1P7UEACI5kjxA0MAu4qI/AcQCAUgKHqHeUfUsg8EAHm6ApCgAAAIUgFAAAAAUgAApCgQFIEN4AAAFAhQCgQFCAG4RAYNfOEgBk0AAMg0AAAAsSFAsTkgccTcCsS8uO+0rLm4P7x/RXZarTr7M6RWotOnUs6M4vwdNYP5120kprrb09zO7Hk46/7u9F2m0qk+td6U3ptb3nVx2fyfp+CdPf35MXtoluxvMPqh836etKq6r0W6yramqle2VO9S71RqKpPHj1VLB9IBzw6JjMP5zXEUpbnlNZTOCKwdkek/oGrVb651LYWFtGhVl2k9Jk1S6sufYT4JPd8HLCW/DSwl8ivOjrbGyrOlX2W1hNPjSte2XtpuSO2i5TL51dqqmeUPylGPaJwnnD7nhrxXidtOgrpLjtPYw0TXqiW0NrDMajn+raS/ZF+3X1S9a3PC+B6T0Z7YXri6GzGppyeF29OnbRXpdSSaXq9GT6rsL0GapbajaX+0mtVLGdrWVa3t9IqvKmuDnVku5zTSjwfxuRi7NMxvzeliLlM7cnYoCPAHK7kfE67eVFttCja0tkbCvmtVxdahGD+LSW+nSfjKWJNccR7pHYqJ1R8o3YC60nW6201l5xcaVqVRSuZybqO1rvEVlveqctyXKLSjuTijVuI1c3ndzFM4fBLmTb3niTPMuY4bR4c0zslxUuKQLIGHsnIpORYgWJzQZwROSHE0zL2+k3tbT7yhfWnvbm0qQuaDxnFSm+tH7qR/QnZ/VbfW9E0/VrNzdrfW8Lml1lh9WaTWV37z+ddtU6s0zt15K+0Cv9g7rRKkodto13KnGCznsKvwlNv1uovRE8r0d2/TzzmH25H5PpL0b6IOj7aDTFFVKtWzqOin9lguvTf8dQZ+sBzw6pjL5r5Puiz0fox02dxR7G81Fyv668aj95/wC2qa9R9K4AMTOZykRiMQ45tRjmTSS3tvkfz72412e0m1Gr6zUc35/cTrU+vxVLhSXqpqmjt90/a+tA6MdVVOr2d3qCVhQ3tPNTdNrHNU+0l6jpJXazuWFyXcdFmOUy5787UvHq72cJubZx5PV5RDkhxP2nRQ8dJeyX760F91n4qB+06KN/SXskv9q0H91kr2KOqHf1cEUkSnG7n4Hp0+lNtX+91X+Y6MXPy0/Sd5unX6U21X731f5jozc57V+k6LO0uX1O8Fv8ojut5Nv0ndE+23f5VVOlNv8AKw9J3U8mzf0O6L9uu/yqqW9snpuqX1ApCs5nW6TdP02ulvadLlXofktE+aOu0+L9p9G8oN/pvbU/bqH5LRPmE3vO2jofPrj65csq7zxJKs3zZ4zkZkypFDnnVzxOKcjHWJkN4WTIZGSKAACAAAXJAZAAbzQAoASESFAAGgMgceA3hGgBEKcjJoBGTQAGTUTI4AaAAAAzEDQiPUWIAAAQvAAIFJuLECYLEhfUAALHiB4ALxIeboUAAN4AAhQAAAAFIALyG8gApCkAoINwQKAAIAAKQsSgAAgIgAaBk0AG8AAAAHACQAFIWIRYm48TjNxKkvIpvDPpfQz0gXGwu0zr06Xa6XedWnqFFLe6cc4qw59aGXu+qTa44a+YReDmpS3lmImMSzmYnMP6RaZf22pWNC9sK9K4tK8FUpVqUutGpF8GmeadGujDpP1jYSrKlZyjeaVUzKenVp9Wn1n9VTlh9nL1NPO9Z3rs3sh0v7I7UTp0KGoSsL+T6sbTUMUqk3nCUXlwm33Rk334OWqiYdNNyKtn0oGVJYTzxDlFfGaXrMvRoEUk+DR+d2k2w2e2WtnW2h1mzsF1HUUK1RKpNLj1afxpPwSbA/RnhUbu3q3FehTrU516GO1hGScoZWVlcsreddOkPyhJ1e0sthqVSlS4e6l1S3tb/kqUl8331TxXV5nzDo+2/uNkdr5a5CNe686zDUqUq7nUuot56+W/lE96fi1uyekW5mHlN2mJw7znhX1pQvrOvbXlGnXtq8XTq0qkVOFSLWGmnxTXI8fQ9TtNa0m01LTayuLS6pQrU6qTj14tZW5716HvR7LL7jzerpH0z9HNxsNrjVOnKWiXdRuxr5bxz7GbfCUeTfxlvzlSS+X1on9EtqNA07ajQ7rStat+2srhb1wcWt6knyae9M6O9JmxWpbDbQVNL1OPaUHmpZ3iXvbqlnj4TWUnDk/Bpvpt3M8pcty1icw/DyRk5JmDTMIBxAVTcTBYgeRSe9H2bya9ovcjpGo2VWpKNnrNB2sk5qMO2jmpSbzxeO0gl3yR8Xg8HsdJv6+nXlvfWjUbq0rU7qi39fTkpR+6hVGYwxTOmqJf0gTB6nZ/WLbW9C0/VbNy82vqFO4pdZb+rNJpPx3ntOujkd2WgZ6yJ1vD3oHVvyr9oFc7S6boVCWYafbTua+Jbu1q7oJrvUYyfoqnXutLefpdudfltLtXrOtTl143t3KpSfVw+yWI0lj7XGJ+VmzsojFOHDXOassSZkSKUbgfs+ih/pk7Jfvvbr7rPxS8D9n0TvPSZskks/30oPd6WSvYo6of0AXBFM5QycbufhOnP6Uu1f73Vf5jotXfwj9J3m6cV1+ibavCbxYVc49TOitR+/fpOiztLm9RvDlt/lUd1PJp+k1of2y7/Kqp0npSxJPuO63k1N/3G9Eyn8td8v8AxNUt7ZPT7y+pCXAnWRHLdzOZ1OkPlBv9N/alf66g/wD4tI+Xz4s+m+UQ8dMm1HjO2f8A8WkfMZvfk66NnDX1S45MznIlxHI0pIDIyBB80o+aZCJC8yAMZAKBAUR4GgwMAZMiFGRE0AAiAAxvADmIg1gABIRAyaAASEQOAQAkAAEsgAAIgOJSFCHEYHMoAEz3goFICCgEKKOAHIDwiAHk6FAAAAAAAAAAAAAAAAAAAFARAUAQoBQwAIgAAEAaMgaAAAFCQAFSNpd4TLjwXBydU0ojLOXDg1g5OzL1SZMuLASOXqjqlyZYSNp7i9VmscBlMtQlg541W4tPDg+Ke9M8Y1vLEvOYe50fXNR0ZyejahfabOfx3ZXVS3z6VFpfcPfUekfbOlT7OG1mt4/b3XXftabPxWWXJNMNa58v1l5t5tTeRxdbSa7UT3Ne6NWKa8VFpfcPzXXpxn14U6alnLljMs9+XvODI3sREJzneXLKs3xZFVlnicUhguWcOXMWmnGDWc71zCdJcKcPUsHGTmRXN1sb1u8U3/SePVUcuXGb4tttm5GJBqHFIxJHNgzgZXLiwMbzl6ojHwGVy48BI5uqEhkywtxy05YJjwCQyzLnpqCeepDPecsXTxvpw9h48SpkYmMvIzS+w0v4qOOfZPOYw3+BxkkykE3uwnu7jgkckkTGTWW4cWCnJgnVM5XLKRzUpYaeWmnlNPDRjBUjWUeV1qMl76hTz3tGfgk91Gl7DhLvJlhyzqp03Hq4T7mzhkwZwMrDUXg5ISjHLUVl+Bx43gZHN11j5OD9JO0xwSXoRxSyYHJcK5HFI5JIxgKzJDBydUdULlw4NYOTqjq94MuPBnBzdUdUuTLhwMHJgdUZMuPAxuOTqjqjJlx4GDkwMDJlx4HI3JEwQYKawZ5hQD5owaA0ZkABoyOIRoAAJGTUjMQNAyANeIAwAAAAAACkLEAAABQAjG7xNAoEKQFF9QlwAA8IhSHk6FAAAAAQoAAAABkACkAAoJkBApCgQFBQAAAA0EZAAGgCgQkeJSpAEjaQSOWCIkykY+ByQj4HJCnk8mnQ8DE1Yec1vGjSL1PA9grfL4G/N/AzxIec3Ies7Idke0838B5rv4GeJDHEh6zsjXZPuPY+a55DzXwHEg4kPXdl4GeyZ7PzcebvuHEg4kPWdmOoz2fmr7h5r4GuJBxHruzL2Z7DzfwL5v4DiQnEh6/qeA6jPZebt8hG1fcZ4kHEh6zsyqn4Hs/NfAnmr5IcSDiQ9b2Y7Jns/NfAvmr7i8Y4kPVypk7M9pK18Cea+A4sHEh6uVJjsj2nmvgPNX3E4kHEh6vsWh2R7TzXwHmr7i8WDivWdkOyPZ+avuL5o+4nEOJD1fZDsz2nmvgPNH3DiQcSHq+puL2bwez81Yjb+A4hxHreoydkz2fmr7h5r4F4xxIer7MdTwPaea+BPNX3Ei7BxIes7LwHZHsvNmTzd54DiHEh67svAdk+49l5szUbVvkXjHEh6zsh2Xge0javuJ5q+4cWE4kPWdkOz54PZ+avuJ5q+4cWDiQ9ZKmOyPZ+b+Ajb+A4q8SHrOyeSdke1lat8ieavuLxYOI9XKmZ7I9p5q+4eavuLxYOI9b2Zeoz2HmrfIsbXfwJxIOJD1vZvcOzfcexlaseasvEg4kPXSpMSpnsfNX3F81fcTiQcSHq+p4Dsj2nmr7ieavuHEg4kPWdl4Ds33Hs/NWPNX3DiLxIerlTJKme1lavuON27LFyGuJD1nVMyR506ODhnTaNxW1EvEksbySOWaMGsts4MmpGTYcgJAABzHD0BQeINRCMg1xMgaAADcUEyA4oSAiAAe4AUAABu7hwARQAAA5AABIFAAZA8ECQPJ0KBxAAAAAAAkAAAAAAAAAAighQAIUAACgEwI8QjQMyNACkKALEnM3EI0kc8EcUTyKR5zsxLzLallo/QWGmyq0+sot9249LZ8UdkeihbMLYaxer+5vnnaVe0UpLtMdo8ZS38O/kfF/1fWV+ltRVEZ5uS5E3J0xMR/6+OUtGlhe9bfdg5fcWS3um8+g7HJ7DJ5i7HPpeDf8AgWt/6C9abR+Zn/eu/bLnn0lf5af663e4ssfJv2CWjSX7G/Ydj5fQT1svzJP0tFS2JTz+g/azHz137ZT2lf5qf663LR5L9jfsNe4zx8m8+g7GyWw2cvzTPzpG0th08/oT1tl+du/ae0r/ADU/11ulo0vsb9g9xZJb6b9h2P8A8CE8uVp7WcnV2KT42ftbJ87d+09pX+Wn+utnuJL7G/YX3Ga/Y37DshJ7Dp7/ADX7prq7Ep7/ADP1tj5279p7Sv8ANT/XW2OjS+xv2G3okkt9N+w7Hf4E5/6n91Gktik9yscj527H/Ke0r/NT/XW73El9a/Ya9w6iWXF+w7HOOxOctWvqyTqbFRecWyz39YfO3ftX2df5qf664S0aX2N+wsdFnj4r9h2OxsVnha/dNOOxcXlxtV6mPnbv2ntK/wAtP9dcJaM1xpv2D3Fl9jfsOxmNietnNrn1kzsSuPmvsY+du/az7Sv8tP8AXXOWiyXGL9hPcaS+ofsOxklsM3lu29skaX0Dp7vNf/UPnbv2tezr/NT/AF1x9xpc4v2FjosvrX7DsZ1dic/9Wz/CNKOxSfxbT1pk+cu+GfZ1/lp/rri9Glj5N+we4cucX7Dsg1sUnlxtM+hiC2JTyo2P8Nf0l+cu+D2lf5af663+4kvrX7Cx0Zr6l+w7HSexSeWrLPzWVfQVnPVs/wCK8D5279q+zr/NT/XXD3GePk37AtFqLe4v2HY2f0Ep5krX1J4KlsWpdaPmeWuefvD5279q+zr/ADU/11wlo7+sfsEdGl9jfsOxzlsVzla+psJ7E8pWnrkyx/u3ftPaV/mp/rrjLRn9a/YPcaS4xfsOxsnsSnluy9eTkjHYp70rD1Inzl37WY9HX+Wn+ut3uPL6x+wR0aX2N+w7IOGxWd6s/VkY2KT/AOq/dHzt37V9nV+Wn+ut/uLJcab9geiySy4P2HY5/QVnOLf2SLF7FqWeradb9tFtexj5299p7Sr81P8AXXD3GeM9SfsLHRpLf2b9h2Pk9i85fmq9qKo7FZzi1+6Pnbv2r7Or81P9dcPcZ/Wv2Elo0l9S/YdjpfQWuPmvsZlfQTn/AKrn0Mnzd3wx7Ov8tP8AXXL3FqY+I/YX3DkvqZ+w7FuOxWc4t/ZI04bFp5atc+KY+cu/avtK/wAtP9dcFo0l+xv2F9xJL6l59B2Oa2LzlxtfYzOdiU84s16Ux85dn/mT2lX5qf665+4suUX7B7iSXGL9h2Mctic8LbPgpGs7FLe1b+tSL85d+1faVfmp/rrj7iS+tfsLLQ5JZ6r9h2L/AMCm+Fvn0SNJbFrf1bT1xY+cu/bK+0r/ADU/11w9xZcqb9g9w6i3unPPoOxsvoI4vzX7qOT/AALXK19jEf7t77WfaV/lp/rrc9El9jfsMx0KWMyi/Ydjv8CU8/oXrePWwbxsYlnFpj0PA+dvfa17Sv8ALT/XW73DqfY37DfuHJLPVee7B2Ok9iVLLdrn1kk9iE9/mnsY+dvfae0q/LT/AF1x9xZfY37B7iyS+I/Ydi5fQNnLVr/6hF7D8vNPuj5279sntK/zU/11x9w5/WP2G/cWS+pfsOxbWw+cvzX1dYL6B1vStfWpF+dvfbJ7Sv8ANT/XXJ6JL7G/YcVXQ5Y+TfsOyWdiE8/oXPolgSew2N6sPWmkI/3r0f8AMkekr/NT/XVm/wBLlRg5OLS9B6K4pYOx3S3LZOWx1f3InYK+Vel1FRXvms4fqw2+7cvA69XXM/U/5PrK/VW9VUY5ve3TNudM1RP/AI9PVRxSPIrfGPHmfch0w45GTUjJpsA5GjSgAiEZBqQiAM8zQAABZfABwHHgM7xEAAPUBQAAAIBRgeosQgM7gOIAcACiSG4cRECkKQDwikwDydCgAAAAAAyAAAAFAE4AAAAABSAAAAigGijJoyANAAIbykLEAbiYNxCOSCZ5FJnixz3nNBmZhiXsbSphnv8ATtQlRXvJNZ44Z+VhUweVSrtczlu2IuRiXLdtRXGJftaes1EvlJ+08ha1P7LP+MfiI3WOZyRu33nBP+bbns5J9DRPZ+0Wty+yP2m/dqXOo/afiPO33mld+JPjLfhj2NPh+292nj433QtZl9c/afifPH3mvPH3mfi7fhPZR4ftvdp/ZH7Se7kvsj9p+J88feXzx94+Lt+E9lT4fto61JfVP2l92n9f90/EeePvEbx95Pi7fg9lT4ft/dl/XP2l92mv2SftPxPnj7x54+8fF2/Ceyp8P23uy/sk/aPdj9u/afh5XrNRvX3j4u34PYU+H7j3Zlym/aZetVedWb9LPxPnj7zPnj7zHxdHg9hS/ce7Mvr37TXu5LG+X3T8L54+8154+81P+Vb8LPoKX7b3a3/GftHu08fKP2n4mV4+8eePvL8Vb8JPoKX7X3cl9kftLHXJfZJ+0/E+eeI88fePi7fg9hT4ftvdyp9fL2mvdyp9fL2n4fz19488fePi7fg9hT4fuPduX2R+0z7uT+vftPxXnj7x54+8fFW/B7Gl+193JfZJ+0e7Un9XP2n4nzx95fPH3j4q34PYU+H7X3akv2R+0e7T+uftPxPnj7x54+8fF2/B7Cnw/aS1l/XP2iOsy+yNL0n4vztvmI3b7x8XbPZ0+H7b3akv2R+0R1qp9ln7T8T54+8edvvHxVvwewp8P20daf1z9o925fZH7T8T54+8vnj7x8Vb8Hso8P2nuzLnNv1j3ZkuE2vWfivPH3jzx94+Lt+E9jT4ftfdqp9ll7R7ty+yP2n4rzx95fPM8yfFUeD2VPh+092pfXvHpHu3L65+0/ESvH3jzx94+Ko8L7Cnw/be7Lx8pPPpHu1L7I36WfifPH3jzx95fi7fg9hT4ftPdp/XP2j3aqcqs/Wz8VK8fePPH3l+Lt+GvYU+H7eOtSX1b9pfdyX2WftPxHnj7x54+8nxdvweyjw/be7cvsj9o92pY3VH7T8T54+8eePPEfF2/DPsqfD9p7uT+vftJ7sy51an8Y/F+ePvLG8Zfi7fhfZU+H7SOsyXCo/aHrUudSb9Z+L888R554j4u34PZU+H7P3af1z9pfdt4+M/afi/O33jzx95firfhfZU+H7KWsv65+0z7sy+yT9p+NldvvEbt8cl+Mt+D2NL9jLWan2WftOKprVTHyk/afkZXb7zjldPvNR/m2/DUehp8PeX+p1KsHFybR6K4qZb3nHVr55nBOrnid9r08W4xDstWYojkzVaZ48zU33HG3xOqIdMMyABpWRyNYBpWd7AAA0PuDgEBEAAMARAADGQAHMoAAATkWI5iIQLEhQJIpOYAApCgXBC8gAA+aB4UiAHk6AoAAAcQICgAAAAAAAAAAAAAAAAIFAA0ZAKgaAiBS4GDaQTLGGaSNYGAZTkckTCRoYZcie40pHDkqZMM4eR2hVV7jxslyTBh5HaGu1PFTNbxhMPI7QdocGWMjQYeR2g7U8fIyNDOHkdoO0PH6xOsNC4eT12XtTxev4jrGcLoeT2viO18TxOsaUhpMPJjVyh2vceN1i5GlnQ8jtC9qePkZNaDDyO1Ha+J42RkaDDye0J2p4/WJ1sDQ1oeVKqSNVnjdpnmOtvJhnQ8ntR2vieJ1jSlvLpXQ8rtR2h42S5GhMPI7QdoePlmsjQYc3a7x2pw5ZmTGgw8iNUdqeNljrDSaHk9qO1PGyVMaDDyO1HaHj5Gd40GHkdqO1OHLM5Ggw5+0HaHBJkyMGHkdoO1PGkzPWGGsPK7QRqnj58TPWGDDy+1J2u88frbxGT7xgw8jtC9qePnJcjCYc8qg7R95wZJkaUw8jtB2p4+R1i4MPI7QnanjuQTJgw8jtCddnBF+JUy4aw5e0J2hxkzyGgw5HLcYcjH4JC4XCyZH4ghQHqES4yaEBcby4AyZN4GAIANwDkAAAAAyaHqAApC7gAAAAAIACIUAAQAkAHEoAZJEKOZR4IAPJ1BQAAIUAAAAIUAAUCFiQAABEIAAKAAIFIUACFiVGjUVkyckBBLlp03Lkc/YNcce05LKlGtUVOazCUqcWs8U6kE/vneStsRsiq9WK2S2bShJpf3qod/wA0ldegpt6+7ox2EnwWR5tL607wvYjZN/8AdXZ3+Srb82PoI2T/ANFNnP5KtvzZni/pfb/t0e7CfcTsJZ4M7x/QPsn/AKK7O/yVbfmzFbYLZCtTcKmyezzg+7TaVN+2KTHF/R7f9ujk6TjxTXpRiSO32sdB2xWopeZUL7R6m95srhzpt+NOr1ljwWD4t0hdD+vbIW1W+p9nq+k0o9epd2kHGpRWONWlvcVx3pySxvwai5Eszaqh8pkhg55xXLen3czCW81hjK06bfJnNK3muKP3XQdY2eo9KGgWWpWlve2VWVx2tvc01Upz6ttVkswaaeGk/Skdpo7EbJOCzsls3n96qH9UzNeiW6LWqM5dHexlyTHYzXFHeL6B9kn/AN1NnV/5Vbf1R9A+yf8Aors7/JVt+bM8X9L7f9ujnZN8EOxlxw8HeP6B9lP9E9m/5Jof1Tguej/Y66punW2U0DqvnSsadJ+2mkxxf0e3/bpE6fgcMotHbXaDoI2Tv6T9yKl/olx1PeypV3c0c/tqdVtteiSPhPSF0c65sVOFXUqFO40+pLqQ1C0zKi3lYUsrNKW9bpbnybwzUVxKTaqj9vn28bzmq02jixgswwheIwclOOTUQIkckKUpPEE2z9PsNsZq+2Wo1rHQ7ZValFJ169WXZ0LdPg6svbiKTbw925nYTZLoL2Z0ul2mvzra7c8cVW7e2g08rFKLy+738nnuRia4hqm3NTqo4whJRnOmpN46ucv2LeefDRtQqLrU7C+nDvjZ1WvwTvbptjZaVQ7DSbG00+j9jsqEaMf/AEpHldvX+z1v47McWXpwI8v5+16Hm1TsrnNCo/qa0XTfsaRiVP3vWTTXet5/QK4lK4oToXXUuKMliVKvFVIv0po/D7Q9E2xetwzU0anplxhQVxpWLWS35+Ivg364scXzCcHxLpjKLOOSPrPSL0P67spRq39q46xo1NOdS7t4NVaMUk261LfhcffRysLL6p8tqRxh7mnvTW/J6xMVxyeUxNE83jgskQBxLvYSOWFNv/8AS4SWUjmhScoOSXvFxfJH0vo06JdY2tp0r66XuZosn+qa9N9pXWM/A038dcPfPEd+7rYaPvWz3RLsZoq6y0elqVzKLi7nU0rmUt+fk38FHHhExNyI2elNqZ3dO6NJVqnVoyVWf1lJOo/uJnmvSb2EetOxvVDvdtVx+Cd9aLdGnClRbpU4rEadL4OCXglhGu2rfZ63/FZjiy37ePL+fLdPPV7anlcm8P2MTptY8eB351XTrLVqHZatZ2t/QeM0ru3p1lu4fGTPmm0/QXsrq1OpPSHW0C7k2+tRbrWzbabbpSeVuykoyilnhyNRd8wzPp/EupskYP2O3uw+sbFahC11q3SVWPwF1QbqW1fwjUwvfccxaT8MNN/kpxwekYmMw85iaZxLjNxTfAmDayqVw1uapS+8RW40m+TNdjLwO6WibFbL1ND051tmNBqVPM6DdSemUJOT7KLbbcd5530EbJctk9nP5Kof1THF/Tft/wBuj/YsdjPuO8H0D7J/6K7O/wAlW35sv0EbI/6J7N/yTQ/qE4v6Pbft0elRa4oxKnjjk7xz2H2TlFp7J7N4f+y6K+6on5vV+hjYXUKU409JuNNqTee10+8qQa9EJOVP7heL5g9vPl08cTjkj7Vt10Ha5o0Kt5s7L3d0+D30qNPqXtNb+NNbqqW5ZjvbfxcI+OTipRUoNOD4NczcTE7POaJo3eOZ4G5JmJAMm4mOJuCyUlyQTZy9lhZbgvS0e52M0GrtLtPpWiUO062oXELdzppN06fGrPf9bTUn6juR9BOyOcR2W2fdJboZ0yg31eW9xyYqr08m6LeuMukHZZ4b/QzMqTW/B3iew+yP+imzv8lW39U8TWOjrZnU9G1Cx0/Z7QbG9urerSt7ulp1GEqNVwajJNJNNPfuM8X9NcD9ukck0jjkedcUpQlKFSEo1PqoNYcZJ4afoaaPCnzPR5JIEKt5RyQWWeR2LxnMF60eM/ka2/6iX3jvS9idk9y+hTZtpRjjOlUOaT+t8TNdehqm3r7uj0qXivajMqT8PajvF9BGyf8Aops7/JVt+bKtidlF8TZXZtP96qH9Uxxf017f9ujEqeEcckfX/KH2St9ndsbS60y0o2mm6pbKpSp0KcKdOFal72rCEY4S3dnLhvcn4nySaPWJ1Rl5VxonDiGAWJQSOZU+baXpeDVKPWaS4s7H+TtsVpd/sne63rmlWV87+5dK088tqVxGNCiuq5U+unjrVJTT+aiV16IytFGucOt8aWeE4P0SRey/bQ/jI7xvYnZRv3+y2z7fjpdt+bC2I2T5bK7PfyXbfmzy4/6ent/26NumspKSbbwkmuJxSR2v6cNl9n9L6KNobvTNntHtLulCg417exo0qkM3NJPEoxTW5s6q1o9SU13No9KK9cPO5RomHj4JI1IkjSIAAAAAARAAsSABL0gCIFAG8BjvKTgUIgKQAANwFBClAnEokB4PIAp5OgIUgAoIBSFADeAAAiQoCQAAoIAgAAoAAgUhSgaMmohF5nJDiccTlhyNQkvP05foml9tpfjYH9A7p/oqt9sf3z+f+mL9E0PttL8bA/oBdfqiv9sl988bu71s7OEnaRT99JL1g+GdO23W0+zO1mnWez+s3FhaS0xXEqVKFNp1POKkG25RfJL2GIjOz0mqIjMvufa0/skPaXrRfCUH6zp8+l3b7P8AjXff8Oj+bPM07pp22s60JVNVt9Rpx/YtQsqU1L101Gf3TXCqefHodtyqcoyU6cnGS4NH4vov29stvdFr16Vt5jqdpJQvLTrddRznqVKc+cZYfHemmu5v9meb1dZenvo0t9Aa2j2et+x0evVUbq0hHFOzqz4Sh3UpPdjhGW5bmkvi7j1X4nfHaLQ7baTQtQ0S/wAebahQlbSbin1G/izWecZYa8UjovXt61vUlRu4OncUm6Vam+MakX1ZJ+tM6Lc5jDmvUY5v33k/L9ODZp/trv8AJKp27hugvQdQ+gNfpw7M+m8/JKp28XxIehHld6npZ6FDnFcZJesQWZQXfJL7p1X2s6UdtrDarXLS02kuqNvb391RpUoUKOKcI1pRSWaeeCRKKZnZuqqKIzLtP2kfskPaXKaymmvA6fy6XtvM79qL1+Do0PzZ7jQ+nPamxuqctSpWGsUU/fxuKEKNWS7lUpJJeuLNTaqecX6Jdp8nHcUqN1a1ba6t6NzbVodSrQr01OnVXdJPc0er2V2i0vavQ7fV9FqudtVTUqc91ShVWOtSqLlNZXpTTWU8nuDzezqH007Ax2I2lpR06MloWp05VrFzn1nScPlKLfF9XKw3xTW9tNnzVxO5fTloq17os1uMY5uNOgtToP62VL43tpuaOnk0m24fEe+Po4o6Lc5hy3Y0Tl46ifvuijo9vdudZqQp1HaaXZ9Wd5ec4J8KdNc6jSeM7kt75J/jLS2rXNzRoWtCVe5rVI0qNGKy6tSTxGK8W2ju5sJsvbbG7LWWi2zhUnRzO4rRWO3uH8pUfr3LPCMUhcrxGILVGZzL2OhaRp+gaRb6Xo1pTsrGisQo0uHpb4yk+be9nnkPU7T7RaXstotbVtduvNrGm1Dcs1K1R8KdOP1Un9xZbwk2c7qe24cQdYNrenPaDVK1SnoCp6Dp/W95KCVW7lHGPfVJZjHPHEVlcMs+fz212pmt+1W0XafXe6lfP4WD0i1MvKb1MO7sZRzhSTfdkZOoWgdL22+jOMFrdTUaC40NUirmNT0z3VF37pHYfox6RdO28tK0KdB6frNrHtK9jKp2maecdrSnu60eGd2U3h8m5VTNO60XKa9n7iEpRkpQk4yXNM689OfRVb2Npc7TbL2/Y06b7S+06jBKnThjfWpLkljMo8MNvckzsJE3CTjJSh8dPKJE42bmInlL+fU6WEsb096Zw4PpXTVsXHY7a+pQs6Tho1/F3ljjhTg38JS4fUye5b/eyjnefO+rvOmmcxlxzGicM0abk8I+7dBnRPT1ajbbTbTUlV0lvNlp8+F40/laq+xJrdH6rGX73dL8B0T7H/Rntba6bVUfMaad1fSTw1bRazHinmTagvS3yO5VKnClShTo0qdGlTio06UIqMacUsKCS3JJbjzuV9ntaozzlyzm5ScpvLMkkz5x0q9KVlsT1bCyoUdR1yrDrK3lNqlaxa97UrNb3nc1TWG1zW7PhEZe0ziMy+lQXaT6sPfvujvZySoVl+w1f+GzpbtH0l7Ya9cKd3tFqFCmspULKr5pSSbzjq08ZXzm34noqG0et29XtbfXNXoVeVSlf1k/b1j14MvLj0u9ed+Bk6s7F9OO02j1aVHXqy17TlhSjXSjdRX+rqri+fvk84xlZydktmdd0/aXQrPV9IqurY3EcwbWJRa4xkuUk9zXsyt5iaZjduK4r5w5Nc0mw13Sq2l6xZUr7T6yxOhV4elPjGS5NYaOoXStsJcbC7QwtFUnX0y7hKtYXU1h1IJ74S5dpHKzjjlPdnC7m4Py3SVsxDbDY++0f3vns49vZScsdncRT7N55J5cX4SZaKtMpVTqh0kwV/qe4+0y+8c1xRq29edG5pSo16bcZ0pRcZU5J4lBp700016jhf6nuPtMvvHu5aep340Vf3m079yUPxUDzDw9H/WfT/3Jb/ioHlnK7lylxaXpJ1o/XL2nxPp+222k2W2g0ehs/q9axt61lUqVKdKnSfWmq3Uy3KL5fePlj6Ytvn/3nvv+FQ/NG4tzMZh5VXaaJxLt/ld69okdSrLpq27t7mnUra1TvqcXl0L2yozpy8G4xjL2NH3Lon6SaO3lvc213bQs9ctKaq1qNFt0q1LOO1pZ3pJvDi84yt7E0TG603Ka9n0HnubT8OR8H8ovYC3dlV2w0qiqNxTqxWqUqaXVqwk8K4S5TTwpYW/Od2Hn7wYura3vrWvZXkO1s7ulK2r08461Oouq17GSJxzhqqM8nQCtTxnJ48j3W0WnT0nWL7Ta8oVK1hXq2s5QXxpUpOm36+rn1np5HVvzccMpHNTjk44nl23VTcp/Eim2IJfbfJh2edxr+obQV4LstPoeaW0pQ/6zW+NOL740lh/PR2SPw3QvoMdA6NNFoTildXlP3SuWk1mdbDWU+DVPs4+o/b8Ectc5nLspjFMQ1kZaaa4p5XpPU2mvWN3tLq2hUZP3Q0yjQq108fsqbSXPcuzb+2I9sZadRun3QVonSVqUqMcW2ppanS6zbx2jxVT7n2qqPHdJHzGouJ2s8pjQ/dHYW11ims1NFr+/9/woV8Rlu5tVFSfoydWLiPVbR025zDkuxirLxcFiJcRE2w2/kK3zJfeP6GVPjfwIfgI/npUf6Gq/MZ/Qut8p/Bh+Ajwu9nRZ7uHJpMyaieT2fM/KL0WWrdGta7oQ69fRrilf4jHMp0t9OqvBJSUn806l14pSeGms7muZ3/rUbe6tqtteU1Vs7inOhXpvhKnNYafqZ0T2i0ets/rV/o9227iwr1LWUurjr9V7pJdzWH6z3sz2c3qI2l6SSLBFa3m4I9njl5FpQr3E+ytKUq13UapUaUVlyqSajFLveWd6NltGhs3s1peiUuo6en21O2c6awqkkvhJ48Zdd+s6udAOiR1bpK02tVp06lvpNGWpVVJPDqL3tFentJQl6jtpvxveXzfec92czh02YxGTJpMwWJ5PV8+8oP6Tm0vjG2X/AMqidQ7j4834v752/wCn/wCk7tI/C1/K6J1ArLe/Szps7S5vU7w8SRk5JmDbzhDJqRkDUS8ibsgB80CQAAAAUm4sQEgJIYAAFKiFAIIX1EKUQoIBTXAya8APXlIU8nQAAAAABAAKAAAAAAAAUgAAAIDcAUCkKANGTQRo5IcTijxOWkahJey079U0M/ZaX42B3/uvl632yX3z+f8Ap2+5oY+y0vxsD+gNz+qq/wBsl988bu71s7OA6z+VB/j1pa/2LT/Kap2ZOs/lPr/D3S336JT/ACmr/SS11F7ol8Wk2EyuIjFnThx5h9Q8nK+q2vSvplCn8S/tLu2q5+sVPtV92mjthHekdZvJo2fuLva251urbVPMdLt6tFVvqXc1Uodmu9qn1m8cMrPFHZs5rnU7LXTA3iDfdvOlXSbQ836Rdqorg9Yu2vXNS/8A9Hdbqup71cZe8Xr3HSbpHuY3nSDtNcU3mnU1W6cH3pVOrn/0ltbpf6XvegJfpw7M+m7/ACSqdvI/Eh6DqH0A/Th2Z9N3+SVTt2viL0Eu9a2Ohqn8vS+2L750g2+3bb7T+Gr335RM7vQeKtP7YvvnSLb5J7cbUPv1e+x/zEy2d2PU9L8zJm4tiSNQgsOUmo048ZN7kdOHJiHYHyU7qr/hdaNydJxsriMc7oyfaRk8d7WP4qPvh8o8nfZW40HZW61W/o1aN1rNSlKNGompQt6Saptp8HJuUsd3VPq5yTvL6NMYpjLxtUoRudJv7ep8StbVqcvQ6UjoRQebS3f7RHebbXUY6Vsbr2oScErTTrmqs832bUV620jo7Th1KVOlzjFQfpxvN2Hh6naH1nybNAjqm3r1OvByt9FtncrOHHt6nwdJNejtJLxSO0mMRSPjXkv2VOlsjr98o4rXWqebPxhRpRx92oz7KYrnNUvW3GKYTDk1GHx28L0nUPpr2v8Aor2yuJUKqnpemylaWCTymk8VK3HDdSS4r6lRO0O3mry0HYjaHVaVR0ri1sK1ShUX1NVrq03/ABmjo3ViqMYUVv7NJes1ajnli9PLDjnIx1smZMxk93hhzxkz22gaveaJq9lqmmVHTv7Koq1Ca7/rX3xksxa5pno8nNBjGeRH084d79ldcttpdm9N1uwWLbUKCrRjnPZS4VKecLLhJNeo9qfGPJd1XznZLXNKm5OdjfwuEn9TGvT4fxqcn6z7PE48Y5O2JzzfMfKK0OOq9G9xfwpda70etG8jhZk6U/g6q9GGpfwUdUZUmqjjxecHeraax91NmdZ0971d2Fzb+2m8fdOjFCWLanU44o9p7Ib/ALx0Wpc9+OcS7NeTLoasNir/AFma+F1m8cabzlO2oZhH0PtHU9OEfXT870bWENL6PNl7KlT7Ps9MoTkv9ZUiqlR+uU2fpDwmcuiIxGHqNq9bobNbM6vrdyoSjYWzqqnJ4VWo91Km/nSaR0k1e/utS1K5v9Qrzr3l1UdWvUnxnUfH1ckuSwdjvKg1N2uyOjaZT3SvtQdWT74UKecfxppnWGqe9mO7nvzzwzJmckNxlBbpVaUX3OSR6PHDUGfU+hHpGobEanqNDW6l1U0W8t51OwoU+1cbqGOrJLKw5RzFvdnEcvCyvlsZ0Ps9H+OjkjOl9lof8WP9ImIqjEtUzVROYh2D17yhqEYzhs5s9Oc2veXGp10kn40qWcr/AHiPnW0HS/tvrPaRnrlSxoTeVR02nG2VP0TWan/qPwKdN/s1D/jR/pD6iW6vbf8AHj/SZi3TDU3LklxVq3FxVr3NWpVr1ZOpVq1ZOU6km8ttve2285ZxVP1NW+1SNe9z72dOX2ualj2CSbt7j7TL7xvs846ubvtpC/vTYfuWj+KgeUeLpf62WWOHm9H8VA8o4ne65eVHv2m0H9w1/wApPhsuJ9x8qDL2p0NY4aZVl7bk+JulJvdF+w6rXS4b/W44tn73oPu6lp0p7Mukm+1u5W01306lKSkn9x+pH4iFCo9ypv2H1jyc9mbjVNsqe0E4tabo/Xl2uMxrXUqbjCmnzcU3UbWcbs8S3OVMlrnVGHZ2HxF6BJ4WS7lwNKHa1Iw+uaj7WcjudMOmCjTo9Jm1Maa/7UrT9qi391s/DNbz9b0k6hT1Tb3aS+oSzSralXdN96U3FP2Qyfk3xZ2U7Q4auqUSP1GwOg/RPtdo2iyXvL24UKzjLqYoR9/WeftafrPzcFvOwnkt6C/Ode2iq56tGnT0u3luacp4q1t3el2a9bMXJxStuM1YdgZyU5SmlhSe5Y4LkvZgkOr2i7SSjTzmTk8JJb39xMZPwnTZrr0Doz1itQqdW8vIrTbZcG6lZ4eHyapqozmh15fHujfbXtunL3br1Knmm0F9WtZOosz7Gq8W0PDDjQXgkdnI5UFnjjedDZynTx5vVdOpT+SqReHFrg01w34O7myet0tpNltJ1uh1Er+0p1pRi8qNThUh6pJr1Hrco0vOzXriXkazp1vq+k3um3iTt72hK1q7uCqLGfU8P1HRjVdPr6Zf3en3iXnljXqWdfqvK7SnNxeO/hk75yWcnWDylNC9z9t6Gq00lQ1qh2jxx7eilGpu8Yum/aLU4kuxmnL4tNEictRYZx4PdzNYzbVvmSP6G190v4MfwEfz2l+p7j7VL7x/Qep8dfMp/go8LvZ0en7uGTwm+49fo+r+6V9r9nOFKlX0i/do405NuVN06dSnNp71lVGu5uLwewlvTR8o0HVnYeUZtHpNVe81yxtKlJqO9V6NsnFZ5J0+29aR5PbPN9a+cdavKd0DzPazTtbpQSp6rbdnVxnfXo4i892abpY+YzsmnlZR886ftGnrHRZqNS3jOpW0itS1OnTjzjDMaufBU5yfqN0TicpcjNMw6hSRulFymkuL3HJVUW8w3xe+L8HvR5Gm2lxe3lGzsY9a7uqkbahTzjrVajUYrPpf3Dr2fPjnydlPJo0ONlsPeaxNfC61c5hiWfgKGacN3J9o6vpSR9de5bzw9F0qhoej2OkWknO2sLenaU5NJOSpwxl45t5frPMXVeFOXVTe95xhc36llnHM5nL6MRiMPWW+r07janV9FoqEp6XbWtSvPr5fa13Uap44LFOmn49Zev2cT5P0J6xLaXXtv9fm5Onf6nQdGUo9WXYqlU7JPxVNxPrEeJk3fgen/wCk1tN6LT8rpHUGvxn6X987fdP/ANJbaj0Wi/8AlUjqDccX6Tps7S5vU7w8WW9mJGpcTMjcvOE5mRzAVqPDcDJoIFiQRADxBQAGQA5gCIAARCBQMgQsQCgBlcgAG/IEQPBKQp5OgIUgFIUAQoIBQAAAAAAAAAAAAFAARAUFA1kyOIRuJyUjjicsOKNQkvY6Ws3VD7dS/GwP6A3f6pr/AGx/fOgOkv8ARVDH2aj+Ngd/rv8AVVf7Yzxu7vWztLhPn3SH0YWG2+s2upXmq3tpUoWas+yo0aVRSSqSlnMvGa9h9BBiHpMRMYl8Tfk/aTy2i1RemzoHm6T0C7OWtVT1LU9X1FRakqK7K2pyXdJxTl7Gj69gF1T5Y0Ux2eHpGm2Oj6db2Gl2lC0sqC6tKjRjiMe9+LfFt5bfFnmklu3s8HXdX03QdKqalrl/b2On09zrVXxeM9WK4ylu3JZZh6PXdIW09PZHYzVNZzHzmjSdKzjJJ9pdT3U1jO/D3tdybOkuX1YqcnKePfSby2+LefS2ft+lbpFu9vNUhGnCpaaLaSfmdnN++37nVq99R+yK3Lm5fgusdNujEc3Jer1TiH0foA39MOzL/bXf5JVO3K+IvQdRvJ++nBsv867/ACSqduIfJx9CPK71vW10rF4mpc00z8Bf9Eext9f3V5dWN/OvdVqlxNrUqsFKU5uTeFw3s/fk60frl7TzeuHzr+4psK+Gl3y9GqVj2uzvRhsdoN7QvrPRu1vqL69Gtc3NSu6TTynFT96mmtzxld5+xTT4NM0DEMttttttvi28kJXq0qFvVr16tOlQpRdSpVqyUIU4JZc23uSS3tnyzbfpr2c0S1uLfZ+rT17VlmEOyT80oy3YdSru7Rb84p5zhrK4iI8EzEbvWeUvtTTstnrbZelNO61GULq5ilnqW9N5pp+MqiT9EWdb6TzVh6Uc+sape6zql3qeq3NS71C6n2levU41H95JLCSW5JJI8OEsPJ1W6dMOK7Xrl2t8mnf0W0pc5ajdzftgfVD5L5MteVXo5vKS+Ja6zc0seDhTqJ/dZ9aOed3bGz8H08ZXQ3tVj7DQXq84pnTu8+Vn6Wd0OmCzeodFm1VBNJrTqlb/AITVX70WdL7l9aTkuE/f+09rPdz+o3h4cuJk1PJD0eZzOSHE448TlpIJLsD5KOVe7XJfEdvYzfpU6i/pOwZ8K8la0q07Hau+ccUK1e0tYPxpwqVJL/3In3c5qt5dlHTDktsO6pJ8G2vuM/n5Sf8AeiLX+TyX3Jo766peR03S7/UKjxTs7WtcyfcoU2zoZSi1psab4+bv7uX/ADm7Xd5Xpxh3y0eKjo2nKPBWlBL0dlA8s9RsZcq92M2bul+z6XaVX6XSWfvHtzxe74H5VcXjY/PDOof/AEnXmpxOzflS2fa7K7P3/wDk+pVLd+Ha0W/v0zrNUW86bXS5L3U40jtl5OVtSfRfSzSoty1C6bcqcZ/VxXNeC9iOpyW87a+TjGcui6h1IVJrz+7+LFv6tEu7NWd5fSuxp4w6Vu//AOen/VOJ2lu/+rW3/LUv6p5vZVfsNX102jPZz34UHjj8JB/znO6HjeZ2r3O2tf8AlqX9UKzs0t1laL/+al/VOfu8VkAdfvKnpUqT2OVOnSh11qGezgo599RxwSPgdRYt7l/6mX3j7p5VN1GeubM2ia69Cyua7XcqlVJfi37D4TcfqOv9qf8AMdNvoctfW766V+tVh+5qP4qB5R4ul/rXZfuWj+KgeUczrfl9qdgtndrL2jd67aXNe4o0fN6cqV5Vo4p9dyxiLxxf3F3HoH0JbCPjpV8/TqdY+iylGPxpJelk7SLeFJN+kqYh8/s+hnYK0qqotBlWkmmo3F7WqR9cMpP0PcfvbahQtLSha2lCjbWlFdSlRoU1Tp013KC3I5jMiAfk+lLa6OxWxV9qkJLz+f6FsUlnN1NS6nhiKzJ5+txzR4u2PSjsrst5xQuNRhfanSbg9PsfhqqknhwlJe9ptPj1nnc9ze46wdIW2mp7ca55/qTVKhSTp2dlCfWp2tN8l3yeF1pcW+5JJbopmWK7kUvycoqFKnBfUxSOPibmzKW86XK5qXVi+vU3winNr0HdPoo0B7NdHOh6dWj1bx0fPLvKw+2q/CNPxSaj6jqr0YaAtpNvNB0utGM7Stddrcqosp0KXwlRP0qOPWd15zc5Tm+Mm2zxuz2e1mOWWTr15TWtuvq+l6BTq5pWdHz6ulLPw1XMaaa5ONOLf+8OwsIqpUhB8JtJ+g6W7da/R2l2w13XVXpyo315LsJYcc0afwdLK5PqRXtM2o+pq9OKOT86nhnZfyaNbd5sfqOjVW3PSLpSpvq4So3OZJelVFV9qOs7q0F+z00vSfQOgfaGz0XpK0+Fe6t1banSqabXbk9zliVJ/wDEhBZ/bHtdxMOf0+Yq2dtcnzbygtEesdGl3cUKc6lzpNeOpRjBZcqa+Dqr0KMnL+CfSfBrDXEzVpULijXt7ykq1pXpzo1qT4SpzWGn4YOaJxLtmM8nQSvHf3rk+84MHu9ptIq6Druo6RX68qmn3NS1c3HHXUHiM8dzj1X6z08kdf7cO04SSzbXH2pn9CK26a+bD8BH8957ra5+1s/oRU+U/g0/wEeF3eHR6fu4cHVnpr1K40npcvNTtVF3Wnz0y+oqSzFyp0s4eOR2nXFHU3p23dKes7tzt7H8nRKIzOHpdnFOYdrLC9ttTsLbULCTnZ3lGndUHJYbp1IqUd3Lczkq0aFzRqW9yu0trinKjXjnHWpyWGsrfzPlvk4a77pdHsdMrTjK70a4lavMm5ujL4SlN93GcUu6mfVZLO5nns1nPN0W13Rq+g6xfaTcJqrYXNW1bf1ag9z5bmmj6D5O+g+6nSJQvqkG7TRqEr6TdLr03Wl8HRg3yeXKa+1+z2vlL6C7PafT9doJKlqdu6VfCfy9HCy3wzKm4f8ADZ+78nPRVYbBVtTnCCr6vdzqqae90KPwUE/4XatfOPaqv6HPTbxcfVeCS7j8B05a49E6NdVjT/VGp9XS6GYZjmsn2noxSVTf3tH7+R1r8pTXPPdrrLSKcvg9Jtu0qrDT7eviTz34pKl/GZiiMzh63KtFMy/VeTHj3M2mwveK6tEvVbs+18z4j5LL/vJtH+7LZ/8Ax2fcIireVo6YfP8AygfpLbUei0/KqR1BufjT9L++dvvKDf6S21PzbX8qpHUCv8pU+cz2s7S8PU7w8aRxvvOSRg284T5pk0AoAM4CHMAAAAALyIAL84AcQgN5R84CAbgUAUAABkAN6AA8EFIeToUAAAABCgAAAAAAAAAAAAAAAABAoAAAFRuJyw4nFE5YM0kvZaT+q6P26l+Ngf0AvP1VX+2P75/P7TP1TQx9mpfjYn9Abr9VVvtkvvnjd3etnaXAfMukzpVjsNtBa6Y9Cqak61nG7dWN6qPVzUqU8YdN5+T455n006z+U9u280p9+jQX/wAmqZojM82rkzFOYe+/6RdHnsfWXo1WP5oj8o2kvi7HVH4S1hJfcpHXqrUwcUqjPbhUvCLtT7ZrPlCbS3MKlPSbDR9LUo4hVVOV1Wp+Kc2o+2LPlev69qe0Gozv9avq9/ePKVavPrOKy31YrhGGW90UlvPSSqEchFERsk11Tu5ZSyRPecOTcOJtmYfUPJ9+m9s0/wBtdfklY7cw+Tj6EdRPJ8f6b+zvzrr8jrHbyHxF6Ec93rdFrpWO+UF3yS+6dXtr+lbbfTdrNcs7LaKpbW1rqV1RpUadlbYjCnWlFLLhl7kuOTtDD5SHz1986RdIDxt3tT+/F5+UVBaiJnml6Zpp5PrvQz0q6vqe2fuTtZqc72lqixaVq0adPsblLdD3qSUJJYxh+/xhJtt9gDoNb1qtvcUatvUqUrinNVKVWDxKnJPKmnyaeDun0c7UQ2y2OsNZXVjc1U6V5SjwpXMd1RYy8J7pJd0kW5RieRZr1xiX6SolKnJThGpBpwlTmsqSaw013NHTjpX2YWx+2t7pNGOLCaV5YvOc2028Le28xfWp5by+rnmdyT5x07bIS2r2KdxZU+01nRevdWiSbdWlj4ajhccpZW7LcUt2WZoqxLVynVGHUOfEkGclVxklKm8xksr0HAdLkh998lfWlS1bXtFrOf6Ko0r6h9bml8HUXpalF+iLOxeTopsbr9bZjabS9Zt4upUsa6qyp5+UptONSn64uS9Z3g0y+ttS060v7Coq1pd0oVqFVLHWpzWU8cU/B8DnuRiXVanMPJlGEo4rQjUpPdUhJZUovc1jnubOkO3+y1fY/am/0Ov15wt5Zt6s/wBmoP5Konjfu3PG5NNcju+fiOlHo+stvNLpRnUjaavap+Z3mMpJ73SqJcabxx4xe9c05RViVuU6odL3Exg/VbY7HazshduhtBYTtVKXVpXHx7av406q3Pcs4eGuaPQdlTf7LS/4iOmJidnLNMxu8ZROaC6qcmm8clzfJe08nT7CtqN7Cz0+jVu7qeerRtKTrVJY7oxyzsZ0O9EFTQ7+22g2qhTWoUJ9az03KqKhJcKtVrKdRcVFZ6u55zuWK64pbotzVL970TbKy2Q2C0vTLqHU1Gond33f29TDae9rMYKEd273p+wGW2297fFjflJLLe5Jc2czrfgenjV1o/RVrHUq9ncag6em0XjOe0eaq8PglUOovapVE8bk+Hh3H1byjtrYaztVR0Swqdaw0VSp1XH4s7uXyj471BJQWVlPtEfH+sdNqnEZcl+c1YduPJ41f3T6LtOt5yk62lVaunVW+aT7Sm/R1akF6mfSjqx5Om1cdE2ylpN3UhG01xQt1Jv5O6jnsX6JZcfS49x2n38JLDXFdx4VxicOiicxl+a6Sdm5bWbDaxo9v1VeVaSq2jePl6Uu0prL3LOHFvuZ0puIOMt6lF84yWHF80/FPcd+/wAI+J9MvRLU1e7uNotlqSlf1ZOpe6bHC84fOrS/1nOUfqt7Xvtz1bqxuzdt64zDrTgz1KMm3OjTbfNrJ5tza1rW6q2txRqUbulLqVaFaLp1ab7nB4aZx+b1XwhN/wAFnu5c6XjKhSb+SpfxUe22a0Ce0Gt2GjWFCm7q+rxt6bdJy6nWe+W7fiMcyb5KJjSNLu9Wv42Ol29a9vJ/FoW8XVqPHHcuC8XhHZvoV6MZ7H0qmq6/Ro/RDVj2dKEZdorKk175Jrc6suDazhLCe95zcmIh62orqn9Pq7hSpt06EYwow95CMVhRitySXdhIxLPBLLe5LvZo9PtbtBb7KbM6nr10uvTsKPaRhv8Ahar95Tp7u+TS8OPI5nU6xdP+sR1bpO1KFKpGpR06NLTotPOXSTdT0fCVZL1M+bVf1Hc/apG7m5r3VxUrXVV1birKdWtUf1VSbbk/a2cMnm2uPtUjrpjFOHHVObmXffSt+k2H7lo/ioHlHi6V+tdlj/JaP4qB5HI5HY+LdPe2W0my2uaRR0DWLmwt61nVqVKdKnTfWnGtjPvovk8epHznQemTa6x1mwudW1u71DTKVaM7u0qUaXwtH6pLCXvsNtb+KR+l8qaX9/tnv3Fc/lCPhrkdFuiJp5uS7cqpr5O/VtXoXdrQubStCtaV6UK1GrHhUpzWYzXpTNSPi3ky7WK+0G62XuH+idOzc2r3++tZT99D+DUn38Ki7j7SeMxjk6onMZdevKV2RdC/o7WWsX2V5ONrqC3vq1lHFKr4KUV1XwScVzZ8HqczvdtBpFptBoOoaRqUetZ3tF0amEm454VFnd1ovEk+TR0k2o0a+2e12/0jU6fUvbKq6NTGcSfFTWeUk1JeDPa1X/y5r1HPU9LI3SWSNbzkpSVJTqvhTi5/29Z6vN2D8lfQUltBtDUSeJR0m2anw4Va2V/wsP0n3o/O9HWgPZfYjRtHlDs69tbxnc5eW69RdpVy+fvm16Ej9GckzmcuuiMRhItppp4fecvb10vl638dnFOpCnKmqlWlTdTLpqpVjFyxxwm9+MonbUf8otv+Yp/0mW3kRuK/2er/ABi+dXH2ep7TwfP7JPEr6xT7nc0v6xywr29T5O7tZ+i4pv8AnA0MZ3Gtzh104TWcZjJTWe7czIHWjymtE8z2xstZhjq6xa4nvbbrUMQb8F2cqXrTPi00dxOnbQnr3RfqnZQTu9La1Ohl4+T+VXj8G6m7vwdP5pZ948we9PvXI6bU5jDjvUYqz5cNX9SXHzGf0Ir7qmP2sPwEfz3qfqeuv9VI/oNW+Uz+1j+AjN7eHp6faXGdTun5fpp6r+57L8nO2PI6n+UF9NLVH/4ex/EGbXW1e/8Azc3k8bQe43SFSs61XqWetUnZTTqYj2y99Rljm8p019tO1Wdx0Jt7m4tLincWlSdG6o1I1qFWHGnUi04tehpHePZrWaO0egadrNqoxpX1vGv1Iy6/Uk176Ge+MsxfimLsYnJYrzTh+c6Ytlrva7YK80/SoKeqUa1K5s1Kqqack3Tnlvd8lUqH6zR9Po6Ro+naXbzlO3sLala0nLnGnBRT9eM+s8kvI8nq47m4t7S3r3V5VVKztqUrivUfCNKCzJv1I6O6/q1bXdav9WuVi41CvUuqkct9XrNtR9CTUfUdm/KE1x6T0c17WlLFfV7iNjmNTqSVFe/qvxTUVB/POqMpNzbfM6LMd3N6mrs7F+Swv7x7R/uu1/J2fbj4j5LP6x7R/uy1/J2fcDyq6pdFPTD575QP0mtqPm2v5VSOoVz8pP5zO3nlA/SY2o+ba/lVI6h3Hxp/PZ7Wdpc/qd4eNLJxnJI45G3nAAAAAAzyNAAAUAAAAALECFAi8lQAEQAGAAAAGjO40OKDLwAQsTydQAAAAAAZADAAAAAAAAAKQAN43ACghYhAELEAa5GTRUWJywOKJyQNQkvYaY8XVv8AbqX42J/QG6/VVb7Y/vn8/NObVzQxxdWl+Mgf0ErxnO4uOrCT9++EX3njd3etrZwnWXyoHnbvSVy9xoP/AOTVOzqo1XwpVP8Ahs6weVGqkNvNKzFr+8yW9f8Aiav/AOEo3W50y+KTZxyNVXg45M9nPTBkZM5GQ03E5IHAt5yQZYZnZ9N8nvf0wbNLxuvyOqdvofEXoR0/8nt46YtmFzbuvyWqdwYJ9nB5XBHhc6nvaj6WofHh85ffOkHSG8bebU+GsX35RUO8CTynhveuCb5nRzpFl/h/tSn/AJ4vfyioW1ul+Ppfn87z655OW2S0Ha2eh31VrTtblGjT3Nqnd8KT8Ovvg93Hq53I+OdZnLD33ves454NPenyZ61xqjDwonTOX9BJBOUZKUHiaeV6T8z0a7WU9tNjbHWHKCvXm2vYR+puKeOtjwaakvCSP0+H3Y9Ryu11B6cdjlsltpV8xo9npGowle2SgurCmm/haK3Je9k9yXCMonzaSO7HSvsjR2y2PraclGGpUG7mwqy3YqpfEb7pLMX6U8PCOlE3jc1JPmpLDT5r0o6LdWYw5rtGJykHhn27oC6TKGz9WGzW0NTs9IuqjlaXc6j6tnWlxi+6lJ788Iybb3NtfDetvNxlnc96febrp1RhmiqaJy/oROLhJxmmprimQ6q9F3TLqWyttR0rXaVTV9Cow7Ol1GldWseSpt7qkVvxB8N2GksHZHZnajQtqaEquz2q21+sZlRhPq16fL31J4lHh3bzlmJieboiuKtnuoVZxi4qT6jWHF70/Ufn3sZso972S2ab73pVD+qe9m+rLqz3T7nuYzuDbg02zttLtfNtKtbawts57G0oRo08+iKR5JhyS4tHDf3dvp1jO+1K5trOyhjNxc1o0qSzuXvpbuJB5LeN58w6Z+kiOx9hV0rR6tF7S3NPEVnPmEGt9WX+safvY+OXuWH+b6Q+ni0tqNSz2Ip+dXMl1VqtxDFOluW+lSe+o973ySWUt0kddLy8r3dzVuLuvVuLmtJ1KtatJzqVJPi23xZ6UW87vKu5jlDEpRjCMaaxGKwkcPW3mJSyZydDmiHPiM4OEt8ZLedtOhDpJhtjpkdK1ivFbS2dPE0/+u0lwrR/bY+Mu9Z54XUVSPLsrutaXVK5tK9W3uaMu0pVqNRwqU596a3pmK6Nb0t16H9ASPefCuj3p6t69OnY7dQVGvlRjq1vT+Dnu41qa3xeV8aCa38IpH22wvLXUrKneabc299ZVG4xuLaqq1N4eH76OVxPCYmOUumJiecPF1zRNK16MI65pdhqagnCPnlvCq4J902sr1M/O0uizYSm1KGyemddPPvlUmvY5H7PK7ybu8zhXDpllZaTau20ixs9Ptm+s6NnQjRi36Io8gzBqT6sPfz7o737D0O1e2WzuycF9EOsWtnWaTjb76ty084apRzPDw97wgZfoIpykowWW+COq/T3t/R2n1WnpGjVqdXRNOq9btqe9XVxhp1E+dOKbUcccye9NHH0odMF/tbaV9K0q2em6JV3VetPrXN0k3uqNPFOD957xZ4fGaZ8llLktyPe3b7y8LlzPKGpSyxJ/oa4+1M4cm080KufsUvvHo8KY5u/ej79H0999pQ/FQPKPG0fD0fT8f5JR/FQPL6n9sM5Hc63+VMn9EOzv7hr/lB8Pkz7b5VDcdptBi1heYVmvXcHw6TOm30uS7H1vebIa9c7NbSadrFjl1rSqqnUUur20OE6TfdKOV4Zyd3NK1C01bTbXUdNrKvZXdJVqVVLHWpvhu5Pk0965nQdPgdhfJi2wU6V5sjfVZdaLlfWDqT3dV47Wksvk/hEl31G+Bm7HdqzXz0vvp8W8pLY96lpFDaexpOV3psFb3qisupaN+9qf7uT34XCTbeIn2tLKOG8o0K1CpRvaVOtb1YunVo1I5jUpzWJJp8U1lHlHLnDomMxiXQXqn7fof2e+iXpC0eyqR69nRn5/ebk12FFqWGu6U+pH1nrtv8AZavsbtXf6JX7SVGg1K1rTh8tQlvpzzhZePevG7rRkuR9q8l/QZUtF1nX3RlOpdVoadQl2bzCnTXWqNPudSSXppnvXV9OYctuj68T2fbus5ZlPjJtv1k3t4gsze5LxN9lUXGlUX8Fnh6rqdPQ9L1DVryFR2+nW1W9nFLDkqcG8LPN7sHO63VzyhNYo6t0k3lGHYVrfSqVPTqT+MnOPvqjw9yfaVJQf2s+XyVJLdb0P+Ejmu7utd16lxd1XWua0nVrVZcZVJNyk/W2zwnI6aIiIw46qpmqZcz7Dnb0P+GiYt2/kKH8RHjdY2pbysaqn2ryZNap2G295o0IRp0datG4KMeNeh15r0Ls5VPXg7N8srgdEdmNdns5tHpWs0lUb0+7pXLjTeHUin7+GfGOUd744re/oJzpVPhKbim04vesP0M8LsYqdVqrNJTkoSUpJSp598nwcXuf3DpBtzoEtl9rdY0RpqnZXMqdLMlNujL31Ft97ptHeHspZ305/wAVnXjyodAlR1HRdehCoqdek9Nrvs8JVKealJ+LcXUX+7FqcSXqc0vgVRfoes/9VL7x/QStuaXdCn+Aj+fdSS82rZ3PqNfcP6C1ISlUyotrq096T+tRu9vDHp+7jOp3lDP9NHVP3NZfiGdtOzqfWz/is6k+USpw6VtU66azb2bWftOPvmLXU3d6XzbrHZbyYted3svqmgV5OVTS66uLfLXyFbLcUuO6opNv/WI6yZP3vQjtJDZvpG024uakKdjexnp9zOS3RjVx1G3ySqQptvksnrcjNLnszip3DGfrU34I3KOG0+K3M8XUL+20mxu9Sv5ONnZUZXdZ4e6NNZ3eO45na6yeUbrVe/29r6VLLtNHhGhT6ssp1asFVqv076ccf6vxZ8lzvPL1S/r6hfXV9eNSuryvUuq+OHXqScpfdZ4Ke87KIxEQ4Lk65mXZHyWP1j2m8Ly1/Es+3Hw/yWKkXom01JSXXjdWrazvWaLX8z9h9zVOT4Jv1HNV1S7aOmHz3ygPpNbUfNtfyqkdQbj48/SzuD5QNKcOhraaUo7urarL/dVI6eXD9/P0s9rW0vD1HOYcMt/M4zUuJNxt5MA1zMgaBnma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Why slot themes feel important — and why RTP beats them for value

Wow. Themes hook you fast. Bright art, licensed characters and cinematic soundtracks make some slots irresistible.

But a flashy theme doesn’t change the math. The Return to Player (RTP) percentage and the volatility (variance) determine expected outcomes and session shape. While themes influence enjoyment and session length, RTP dictates long-run value; volatility controls the ride. Think of theme as the stereo and RTP/volatility as the engine.

At first glance a licensed movie slot might feel “better” because of brand recognition. But on the other hand, two slots that look identical can have materially different RTPs and hit patterns. If you want to steward your bankroll, the RTP × wagering behavior interaction matters more than the artwork.

Quick practical definitions (no fluff)

  • RTP: The average percent returned to players over a very large number of spins (e.g., 96% means $96 back per $100 wagered over huge samples).
  • Volatility: How bumpy the pay-outs are — high volatility = rare big hits; low volatility = frequent small wins.
  • Hit frequency: How often the game shows a win (not the same as proving profitability).
  • Wagering requirements (WR): How many times you must wager (often applied to deposit+bonus) before withdrawing bonus-derived funds.

Mini-case: Why a 97% RTP slot can still feel awful

Something’s off… you pick a 97% RTP slot, deposit $100, and walk away after an hour having lost $80. That’s variance in action.

Mathematically: expected loss = (1 − RTP) × stake. For $100 at 97% RTP, long-run expected loss = $3. But short-term outcomes follow a distribution with large tails — your single session is one draw from that distribution.

Practically: if the slot is high volatility you could experience long droughts before a big correction. So choose volatility to match your bankroll and session goals.

How themes interact with player behaviour

Hold on. Themes aren’t pointless.

They change play patterns — a narrative, bonus animation or climbing jackpot motivates longer sessions and occasionally bigger bets. This drives “time on device,” which increases house edge extraction over time. In other words: you can love a theme and still lose more if you play longer or bet heavier because the slot’s long-run house edge kicks in.

So, treat themes like mood music that nudges your behavior, not as a substitute for RTP checks and bankroll rules.

Checklist to pick a slot (quick)

  • Check RTP (aim for 95%+ for casual play; 96%+ if seeking better value).
  • Match volatility to bankroll: low volatility for small bankrolls; high volatility for bigger roll and risk tolerance.
  • Read the bonus terms: WR, max bet restrictions, game weighting for bonus contribution.
  • Set a session loss limit and timer before you start.
  • Use demo mode first to see hit frequency and feel before risking real money.

Comparison table — Approaches to choosing slots

Approach Best for Pros Cons
RTP-first Value-focused players Maximises long-run expected return; lower average loss Themes may be dull; RTP info sometimes hidden
Theme-first Casual/entertainment play Higher engagement and fun; longer sessions Can encourage overspending; less focus on value
Bonus-driven Players chasing short-term bankroll boosts Extra playtime and value if WR and contribution are reasonable High WR negates value; some games weighted 0% towards WR

Bonus math: a compact method

Hold on — bonus offers look great, but the execution matters.

Quick formula to estimate realistic value:

Effective Cost = (D + B) × (WR) × (1 − avg_game_RTP)

Example (simple approximation): Deposit $50 + 100% match $50 (so D+B = $100), WR = 35×, avg_game_RTP = 96% → Effective Cost ≈ 100 × 35 × 0.04 = $140. That’s the theoretical house edge applied to required turnover; not your guaranteed loss, but the expected loss embedded in meeting WR.

To use bonuses sensibly: look for low WR, clear game weightings (some games contribute 0% or reduced %), and reasonable time windows to meet playthrough.

Where to check RTP and bonus details (practical tip)

Check the game developer’s or casino’s help pages for RTP info, and always open the game’s info panel to confirm stated RTP and variance notes. If the site lists a bonus, open the full T&Cs and scan for phrases like “contribution,” “maximum bet,” and “playthrough period.”

For players who want to combine welcome offers with higher RTP titles and trackable WRs, a well-structured promotions page helps you compare terms in one place — see playzillaz.com/bonuses for an example of a consolidated promotions listing and its associated T&Cs.

Common mistakes and how to avoid them

  • Assuming RTP applies to a single session — avoid this by treating RTP as a long-run measure and sizing bets accordingly.
  • Ignoring game weighting — always check which games count 100% vs 0% towards wagering requirements.
  • Chasing big hits after a losing run — set pre-session limits and stick to them.
  • Overleveraging bonuses — calculate the expected cost using the formula above before taking an offer.
  • Betting max without checking max-bet clauses — many bonuses void if you exceed a max bet during playthrough.

Mini-FAQ

Q: Is a higher RTP always better?

Short answer: generally yes for value, but not always for entertainment. A 98% RTP slot with boring features may be less fun than a 95% high-volatility slot that excites you. Choose depending on whether you’re prioritising fun or long-run return.

Q: How does volatility affect bankroll choices?

Higher volatility needs a larger bankroll or smaller bet sizing to endure dry spells. A simple rule: if you have under 100 spins bankroll for your usual bet size, avoid high volatility because a single session could drain funds before you reach a long-run outcome.

Q: Where do I find trustworthy RTP info?

Official developer pages, audited reports by testing labs (e.g., iTech Labs/eCOGRA), and the casino’s help/FAQ. If RTP is missing or vague, treat that as a warning sign.

Q: Are demo modes useful?

Yes. They reveal hit frequency and bonus-trigger feel without risking money. Demo play won’t show win/loss realism long-run, but it’s excellent for learning mechanics and pacing bets sensibly.

Practical mini-examples (two short cases)

Case 1 — The low-roll streamer: Anna bets $0.20 per spin, wants entertainment for 60 minutes and low risk. She chooses low-volatility slots with RTP ≈ 96.5% and sets a $20 loss limit. Result: longer session, smaller variance, predictable losses.

Case 2 — The chase for jackpot: Ben has $500, likes big swings, and targets a progressive. He accepts a lower base RTP but checks jackpot hit history and prepares for long dry spells. He sizes bets to preserve bankroll for many spins and treats the jackpot attempt as a long-shot entertainment expense, not an investment strategy.

Verification, licensing and Australian rules you must know

Hold on — legal context matters. Australian players should be aware that many offshore casinos operate under Curacao or similar licences, which offer less regulatory protection than local licences. The Australian Communications and Media Authority (ACMA) actively blocks illegal operators that breach the Interactive Gambling Act 2001. If a site is blocked, access and dispute resolution become complicated.

Always complete KYC checks early (ID, proof of address) to avoid withdrawal delays. Also note: casinos often process withdrawals on business days and may have bet-history checks if large bonus wins occur. If you are in Australia and unsure about a casino’s legal standing, consult ACMA guidance or local consumer resources before depositing significant funds.

18+. Play responsibly. If gambling stops being fun or you feel out of control, contact Gambling Help Online (https://www.gamblinghelponline.org.au/) or your local support services. Set deposit and session limits and use self-exclusion tools if necessary.

Final practical rules to keep you sane

  1. Decide entertainment vs value before you play and choose RTP/volatility to match.
  2. Never take a bonus without scanning WR, game weighting and time limits.
  3. Use demo mode to test feel and hit frequency.
  4. Set pre-session loss and time limits, then quit when reached.
  5. Do KYC early and prefer operators with clear auditing and reputable testing lab badges.

Sources

  • https://www.acma.gov.au/illegal-online-gambling
  • https://www.itechlabs.com/
  • https://www.gamblinghelponline.org.au/

About the author

James Ward, iGaming expert. James has ten years’ experience analysing online casinos, RTP mechanics and bonus economics for Australasian players. He writes practical guides that help beginners make safer, smarter choices without losing the fun.

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